Patterning Barriers to Lateral Diffusion in Supported
中国地质大学(北京)考博专业英复习材料
晶) is said to have a porphyritic texture(斑状结构). The classification of fine-grained rocks, then, is based on the proportion of minerals which form phenocrysts and these phenocrysts (斑晶)reflect the general composition of the remainder(残留) of the rock. The fine-grained portion of a porphyritic(斑岩) rock is generally referred to as the groundmass(基质) of the phenocrysts. The terms "porphyritic" and "phenocrysts" are not restricted to fine-grained rocks but may also apply to coarse-grained rocks which contain a few crystals distinctly larger than the remainder. The term obsidian(黑曜岩) refers to a glassy rock of rhyolitic(流纹岩) composition. In general, fine-grained rocks consisting of small crystals cannot readily be distinguished from③ glassy rocks in which no crystalline material is present at all. The obsidians, however, are generally easily recognized by their black and highly glossy appearanceass of the same composition as obsidian. Apparently the difference between the modes of formation of obsidian and pumice is that in pumice the entrapped water vapors have been able to escape by a frothing(起泡) process which leaves a network of interconnected pore(气孔) spaces, thus giving the rock a highly porous (多孔的)and open appearance(外观较为松散). ④ Pegmatite(结晶花岗岩) is a rock which is texturally(构造上地) the exact opposite of obsidian. ⑤ Pegmatites are generally formed as dikes associated with major bodies of granite (花岗岩) . They are characterized by extremely large individual crystals (单个晶体) ; in some pegmatites crystals up to several tens of feet in length(宽达几十英尺)have been identified, but the average size is measured in inches (英寸) . Most mineralogical museums contain a large number of spectacular(壮观的) crystals from pegmatites. Peridotite(橄榄岩) is a rock consisting primarily of olivine, though some varieties contain pyroxene(辉石) in addition. It occurs only as coarse-grained intrusives(侵入), and no extrusive(喷出的) rocks of equivalent chemical composition have ever been found. Tuff (凝灰岩)is a rock which is igneous in one sense (在某种意义上) and sedimentary in another⑥. A tuff is a rock formed from pyroclastic (火成碎 屑的)material which has been blown out of a volcano and accumulated on the ground as individual fragments called ash. Two terms(igneous and sedimentary) are useful to refer solely to the composition of igneous rocks regardless of their textures. The term silicic (硅质 的)signifies an abundance of silica-rich(富硅) and light-colored minerals(浅 色矿物), such as quartz, potassium feldspar(钾长石), and sodic plagioclase (钠长石) . The term basic (基性) signifies (意味着) an abundance of dark colored minerals relatively low in silica and high in calcium, iron, and
ABSTRACT Progressive Simplicial Complexes
Progressive Simplicial Complexes Jovan Popovi´c Hugues HoppeCarnegie Mellon University Microsoft ResearchABSTRACTIn this paper,we introduce the progressive simplicial complex(PSC) representation,a new format for storing and transmitting triangu-lated geometric models.Like the earlier progressive mesh(PM) representation,it captures a given model as a coarse base model together with a sequence of refinement transformations that pro-gressively recover detail.The PSC representation makes use of a more general refinement transformation,allowing the given model to be an arbitrary triangulation(e.g.any dimension,non-orientable, non-manifold,non-regular),and the base model to always consist of a single vertex.Indeed,the sequence of refinement transforma-tions encodes both the geometry and the topology of the model in a unified multiresolution framework.The PSC representation retains the advantages of PM’s.It defines a continuous sequence of approx-imating models for runtime level-of-detail control,allows smooth transitions between any pair of models in the sequence,supports progressive transmission,and offers a space-efficient representa-tion.Moreover,by allowing changes to topology,the PSC sequence of approximations achieves betterfidelity than the corresponding PM sequence.We develop an optimization algorithm for constructing PSC representations for graphics surface models,and demonstrate the framework on models that are both geometrically and topologically complex.CR Categories:I.3.5[Computer Graphics]:Computational Geometry and Object Modeling-surfaces and object representations.Additional Keywords:model simplification,level-of-detail representa-tions,multiresolution,progressive transmission,geometry compression.1INTRODUCTIONModeling and3D scanning systems commonly give rise to triangle meshes of high complexity.Such meshes are notoriously difficult to render,store,and transmit.One approach to speed up rendering is to replace a complex mesh by a set of level-of-detail(LOD) approximations;a detailed mesh is used when the object is close to the viewer,and coarser approximations are substituted as the object recedes[6,8].These LOD approximations can be precomputed Work performed while at Microsoft Research.Email:jovan@,hhoppe@Web:/jovan/Web:/hoppe/automatically using mesh simplification methods(e.g.[2,10,14,20,21,22,24,27]).For efficient storage and transmission,meshcompression schemes[7,26]have also been developed.The recently introduced progressive mesh(PM)representa-tion[13]provides a unified solution to these problems.In PM form,an arbitrary mesh M is stored as a coarse base mesh M0together witha sequence of n detail records that indicate how to incrementally re-fine M0into M n=M(see Figure7).Each detail record encodes theinformation associated with a vertex split,an elementary transfor-mation that adds one vertex to the mesh.In addition to defininga continuous sequence of approximations M0M n,the PM rep-resentation supports smooth visual transitions(geomorphs),allowsprogressive transmission,and makes an effective mesh compressionscheme.The PM representation has two restrictions,however.First,it canonly represent meshes:triangulations that correspond to orientable12-dimensional manifolds.Triangulated2models that cannot be rep-resented include1-d manifolds(open and closed curves),higherdimensional polyhedra(e.g.triangulated volumes),non-orientablesurfaces(e.g.M¨o bius strips),non-manifolds(e.g.two cubes joinedalong an edge),and non-regular models(i.e.models of mixed di-mensionality).Second,the expressiveness of the PM vertex splittransformations constrains all meshes M0M n to have the same topological type.Therefore,when M is topologically complex,the simplified base mesh M0may still have numerous triangles(Fig-ure7).In contrast,a number of existing simplification methods allowtopological changes as the model is simplified(Section6).Ourwork is inspired by vertex unification schemes[21,22],whichmerge vertices of the model based on geometric proximity,therebyallowing genus modification and component merging.In this paper,we introduce the progressive simplicial complex(PSC)representation,a generalization of the PM representation thatpermits topological changes.The key element of our approach isthe introduction of a more general refinement transformation,thegeneralized vertex split,that encodes changes to both the geometryand topology of the model.The PSC representation expresses anarbitrary triangulated model M(e.g.any dimension,non-orientable,non-manifold,non-regular)as the result of successive refinementsapplied to a base model M1that always consists of a single vertex (Figure8).Thus both geometric and topological complexity are recovered progressively.Moreover,the PSC representation retains the advantages of PM’s,including continuous LOD,geomorphs, progressive transmission,and model compression.In addition,we develop an optimization algorithm for construct-ing a PSC representation from a given model,as described in Sec-tion4.1The particular parametrization of vertex splits in[13]assumes that mesh triangles are consistently oriented.2Throughout this paper,we use the words“triangulated”and“triangula-tion”in the general dimension-independent sense.Figure 1:Illustration of a simplicial complex K and some of its subsets.2BACKGROUND2.1Concepts from algebraic topologyTo precisely define both triangulated models and their PSC repre-sentations,we find it useful to introduce some elegant abstractions from algebraic topology (e.g.[15,25]).The geometry of a triangulated model is denoted as a tuple (K V )where the abstract simplicial complex K is a combinatorial structure specifying the adjacency of vertices,edges,triangles,etc.,and V is a set of vertex positions specifying the shape of the model in 3.More precisely,an abstract simplicial complex K consists of a set of vertices 1m together with a set of non-empty subsets of the vertices,called the simplices of K ,such that any set consisting of exactly one vertex is a simplex in K ,and every non-empty subset of a simplex in K is also a simplex in K .A simplex containing exactly d +1vertices has dimension d and is called a d -simplex.As illustrated pictorially in Figure 1,the faces of a simplex s ,denoted s ,is the set of non-empty subsets of s .The star of s ,denoted star(s ),is the set of simplices of which s is a face.The children of a d -simplex s are the (d 1)-simplices of s ,and its parents are the (d +1)-simplices of star(s ).A simplex with exactly one parent is said to be a boundary simplex ,and one with no parents a principal simplex .The dimension of K is the maximum dimension of its simplices;K is said to be regular if all its principal simplices have the same dimension.To form a triangulation from K ,identify its vertices 1m with the standard basis vectors 1m ofm.For each simplex s ,let the open simplex smdenote the interior of the convex hull of its vertices:s =m:jmj =1j=1jjsThe topological realization K is defined as K =K =s K s .The geometric realization of K is the image V (K )where V :m 3is the linear map that sends the j -th standard basis vector jm to j 3.Only a restricted set of vertex positions V =1m lead to an embedding of V (K )3,that is,prevent self-intersections.The geometric realization V (K )is often called a simplicial complex or polyhedron ;it is formed by an arbitrary union of points,segments,triangles,tetrahedra,etc.Note that there generally exist many triangulations (K V )for a given polyhedron.(Some of the vertices V may lie in the polyhedron’s interior.)Two sets are said to be homeomorphic (denoted =)if there ex-ists a continuous one-to-one mapping between them.Equivalently,they are said to have the same topological type .The topological realization K is a d-dimensional manifold without boundary if for each vertex j ,star(j )=d .It is a d-dimensional manifold if each star(v )is homeomorphic to either d or d +,where d +=d:10.Two simplices s 1and s 2are d-adjacent if they have a common d -dimensional face.Two d -adjacent (d +1)-simplices s 1and s 2are manifold-adjacent if star(s 1s 2)=d +1.Figure 2:Illustration of the edge collapse transformation and its inverse,the vertex split.Transitive closure of 0-adjacency partitions K into connected com-ponents .Similarly,transitive closure of manifold-adjacency parti-tions K into manifold components .2.2Review of progressive meshesIn the PM representation [13],a mesh with appearance attributes is represented as a tuple M =(K V D S ),where the abstract simpli-cial complex K is restricted to define an orientable 2-dimensional manifold,the vertex positions V =1m determine its ge-ometric realization V (K )in3,D is the set of discrete material attributes d f associated with 2-simplices f K ,and S is the set of scalar attributes s (v f )(e.g.normals,texture coordinates)associated with corners (vertex-face tuples)of K .An initial mesh M =M n is simplified into a coarser base mesh M 0by applying a sequence of n successive edge collapse transforma-tions:(M =M n )ecol n 1ecol 1M 1ecol 0M 0As shown in Figure 2,each ecol unifies the two vertices of an edgea b ,thereby removing one or two triangles.The position of the resulting unified vertex can be arbitrary.Because the edge collapse transformation has an inverse,called the vertex split transformation (Figure 2),the process can be reversed,so that an arbitrary mesh M may be represented as a simple mesh M 0together with a sequence of n vsplit records:M 0vsplit 0M 1vsplit 1vsplit n 1(M n =M )The tuple (M 0vsplit 0vsplit n 1)forms a progressive mesh (PM)representation of M .The PM representation thus captures a continuous sequence of approximations M 0M n that can be quickly traversed for interac-tive level-of-detail control.Moreover,there exists a correspondence between the vertices of any two meshes M c and M f (0c f n )within this sequence,allowing for the construction of smooth vi-sual transitions (geomorphs)between them.A sequence of such geomorphs can be precomputed for smooth runtime LOD.In addi-tion,PM’s support progressive transmission,since the base mesh M 0can be quickly transmitted first,followed the vsplit sequence.Finally,the vsplit records can be encoded concisely,making the PM representation an effective scheme for mesh compression.Topological constraints Because the definitions of ecol and vsplit are such that they preserve the topological type of the mesh (i.e.all K i are homeomorphic),there is a constraint on the min-imum complexity that K 0may achieve.For instance,it is known that the minimal number of vertices for a closed genus g mesh (ori-entable 2-manifold)is (7+(48g +1)12)2if g =2(10if g =2)[16].Also,the presence of boundary components may further constrain the complexity of K 0.Most importantly,K may consist of a number of components,and each is required to appear in the base mesh.For example,the meshes in Figure 7each have 117components.As evident from the figure,the geometry of PM meshes may deteriorate severely as they approach topological lower bound.M 1;100;(1)M 10;511;(7)M 50;4656;(12)M 200;1552277;(28)M 500;3968690;(58)M 2000;14253219;(108)M 5000;029010;(176)M n =34794;0068776;(207)Figure 3:Example of a PSC representation.The image captions indicate the number of principal 012-simplices respectively and the number of connected components (in parenthesis).3PSC REPRESENTATION 3.1Triangulated modelsThe first step towards generalizing PM’s is to let the PSC repre-sentation encode more general triangulated models,instead of just meshes.We denote a triangulated model as a tuple M =(K V D A ).The abstract simplicial complex K is not restricted to 2-manifolds,but may in fact be arbitrary.To represent K in memory,we encode the incidence graph of the simplices using the following linked structures (in C++notation):struct Simplex int dim;//0=vertex,1=edge,2=triangle,...int id;Simplex*children[MAXDIM+1];//[0..dim]List<Simplex*>parents;;To render the model,we draw only the principal simplices ofK ,denoted (K )(i.e.vertices not adjacent to edges,edges not adjacent to triangles,etc.).The discrete attributes D associate amaterial identifier d s with each simplex s(K ).For the sake of simplicity,we avoid explicitly storing surface normals at “corners”(using a set S )as done in [13].Instead we let the material identifier d s contain a smoothing group field [28],and let a normal discontinuity (crease )form between any pair of adjacent triangles with different smoothing groups.Previous vertex unification schemes [21,22]render principal simplices of dimension 0and 1(denoted 01(K ))as points and lines respectively with fixed,device-dependent screen widths.To better approximate the model,we instead define a set A that associates an area a s A with each simplex s 01(K ).We think of a 0-simplex s 00(K )as approximating a sphere with area a s 0,and a 1-simplex s 1=j k 1(K )as approximating a cylinder (with axis (j k ))of area a s 1.To render a simplex s 01(K ),we determine the radius r model of the corresponding sphere or cylinder in modeling space,and project the length r model to obtain the radius r screen in screen pixels.Depending on r screen ,we render the simplex as a polygonal sphere or cylinder with radius r model ,a 2D point or line with thickness 2r screen ,or do not render it at all.This choice based on r screen can be adjusted to mitigate the overhead of introducing polygonal representations of spheres and cylinders.As an example,Figure 3shows an initial model M of 68,776triangles.One of its approximations M 500is a triangulated model with 3968690principal 012-simplices respectively.3.2Level-of-detail sequenceAs in progressive meshes,from a given triangulated model M =M n ,we define a sequence of approximations M i :M 1op 1M 2op 2M n1op n 1M nHere each model M i has exactly i vertices.The simplification op-erator M ivunify iM i +1is the vertex unification transformation,whichmerges two vertices (Section 3.3),and its inverse M igvspl iM i +1is the generalized vertex split transformation (Section 3.4).Thetuple (M 1gvspl 1gvspl n 1)forms a progressive simplicial complex (PSC)representation of M .To construct a PSC representation,we first determine a sequence of vunify transformations simplifying M down to a single vertex,as described in Section 4.After reversing these transformations,we renumber the simplices in the order that they are created,so thateach gvspl i (a i)splits the vertex a i K i into two vertices a i i +1K i +1.As vertices may have different positions in the different models,we denote the position of j in M i as i j .To better approximate a surface model M at lower complexity levels,we initially associate with each (principal)2-simplex s an area a s equal to its triangle area in M .Then,as the model is simplified,wekeep constant the sum of areas a s associated with principal simplices within each manifold component.When2-simplices are eventually reduced to principal1-simplices and0-simplices,their associated areas will provide good estimates of the original component areas.3.3Vertex unification transformationThe transformation vunify(a i b i midp i):M i M i+1takes an arbitrary pair of vertices a i b i K i+1(simplex a i b i need not be present in K i+1)and merges them into a single vertex a i K i. Model M i is created from M i+1by updating each member of the tuple(K V D A)as follows:K:References to b i in all simplices of K are replaced by refer-ences to a i.More precisely,each simplex s in star(b i)K i+1is replaced by simplex(s b i)a i,which we call the ancestor simplex of s.If this ancestor simplex already exists,s is deleted.V:Vertex b is deleted.For simplicity,the position of the re-maining(unified)vertex is set to either the midpoint or is left unchanged.That is,i a=(i+1a+i+1b)2if the boolean parameter midp i is true,or i a=i+1a otherwise.D:Materials are carried through as expected.So,if after the vertex unification an ancestor simplex(s b i)a i K i is a new principal simplex,it receives its material from s K i+1if s is a principal simplex,or else from the single parent s a i K i+1 of s.A:To maintain the initial areas of manifold components,the areasa s of deleted principal simplices are redistributed to manifold-adjacent neighbors.More concretely,the area of each princi-pal d-simplex s deleted during the K update is distributed toa manifold-adjacent d-simplex not in star(a ib i).If no suchneighbor exists and the ancestor of s is a principal simplex,the area a s is distributed to that ancestor simplex.Otherwise,the manifold component(star(a i b i))of s is being squashed be-tween two other manifold components,and a s is discarded. 3.4Generalized vertex split transformation Constructing the PSC representation involves recording the infor-mation necessary to perform the inverse of each vunify i.This inverse is the generalized vertex split gvspl i,which splits a0-simplex a i to introduce an additional0-simplex b i.(As mentioned previously, renumbering of simplices implies b i i+1,so index b i need not be stored explicitly.)Each gvspl i record has the formgvspl i(a i C K i midp i()i C D i C A i)and constructs model M i+1from M i by updating the tuple (K V D A)as follows:K:As illustrated in Figure4,any simplex adjacent to a i in K i can be the vunify result of one of four configurations in K i+1.To construct K i+1,we therefore replace each ancestor simplex s star(a i)in K i by either(1)s,(2)(s a i)i+1,(3)s and(s a i)i+1,or(4)s,(s a i)i+1and s i+1.The choice is determined by a split code associated with s.Thesesplit codes are stored as a code string C Ki ,in which the simplicesstar(a i)are sortedfirst in order of increasing dimension,and then in order of increasing simplex id,as shown in Figure5. V:The new vertex is assigned position i+1i+1=i ai+()i.Theother vertex is given position i+1ai =i ai()i if the boolean pa-rameter midp i is true;otherwise its position remains unchanged.D:The string C Di is used to assign materials d s for each newprincipal simplex.Simplices in C Di ,as well as in C Aibelow,are sorted by simplex dimension and simplex id as in C Ki. A:During reconstruction,we are only interested in the areas a s fors01(K).The string C Ai tracks changes in these areas.Figure4:Effects of split codes on simplices of various dimensions.code string:41422312{}Figure5:Example of split code encoding.3.5PropertiesLevels of detail A graphics application can efficiently transitionbetween models M1M n at runtime by performing a sequence ofvunify or gvspl transformations.Our current research prototype wasnot designed for efficiency;it attains simplification rates of about6000vunify/sec and refinement rates of about5000gvspl/sec.Weexpect that a careful redesign using more efficient data structureswould significantly improve these rates.Geomorphs As in the PM representation,there exists a corre-spondence between the vertices of the models M1M n.Given acoarser model M c and afiner model M f,1c f n,each vertexj K f corresponds to a unique ancestor vertex f c(j)K cfound by recursively traversing the ancestor simplex relations:f c(j)=j j cf c(a j1)j cThis correspondence allows the creation of a smooth visual transi-tion(geomorph)M G()such that M G(1)equals M f and M G(0)looksidentical to M c.The geomorph is defined as the modelM G()=(K f V G()D f A G())in which each vertex position is interpolated between its originalposition in V f and the position of its ancestor in V c:Gj()=()fj+(1)c f c(j)However,we must account for the special rendering of principalsimplices of dimension0and1(Section3.1).For each simplexs01(K f),we interpolate its area usinga G s()=()a f s+(1)a c swhere a c s=0if s01(K c).In addition,we render each simplexs01(K c)01(K f)using area a G s()=(1)a c s.The resultinggeomorph is visually smooth even as principal simplices are intro-duced,removed,or change dimension.The accompanying video demonstrates a sequence of such geomorphs.Progressive transmission As with PM’s,the PSC representa-tion can be progressively transmitted by first sending M 1,followed by the gvspl records.Unlike the base mesh of the PM,M 1always consists of a single vertex,and can therefore be sent in a fixed-size record.The rendering of lower-dimensional simplices as spheres and cylinders helps to quickly convey the overall shape of the model in the early stages of transmission.Model compression Although PSC gvspl are more general than PM vsplit transformations,they offer a surprisingly concise representation of M .Table 1lists the average number of bits re-quired to encode each field of the gvspl records.Using arithmetic coding [30],the vertex id field a i requires log 2i bits,and the boolean parameter midp i requires 0.6–0.9bits for our models.The ()i delta vector is quantized to 16bitsper coordinate (48bits per),and stored as a variable-length field [7,13],requiring about 31bits on average.At first glance,each split code in the code string C K i seems to have 4possible outcomes (except for the split code for 0-simplex a i which has only 2possible outcomes).However,there exist constraints between these split codes.For example,in Figure 5,the code 1for 1-simplex id 1implies that 2-simplex id 1also has code 1.This in turn implies that 1-simplex id 2cannot have code 2.Similarly,code 2for 1-simplex id 3implies a code 2for 2-simplex id 2,which in turn implies that 1-simplex id 4cannot have code 1.These constraints,illustrated in the “scoreboard”of Figure 6,can be summarized using the following two rules:(1)If a simplex has split code c12,all of its parents havesplit code c .(2)If a simplex has split code 3,none of its parents have splitcode 4.As we encode split codes in C K i left to right,we apply these two rules (and their contrapositives)transitively to constrain the possible outcomes for split codes yet to be ing arithmetic coding with uniform outcome probabilities,these constraints reduce the code string length in Figure 6from 15bits to 102bits.In our models,the constraints reduce the code string from 30bits to 14bits on average.The code string is further reduced using a non-uniform probability model.We create an array T [0dim ][015]of encoding tables,indexed by simplex dimension (0..dim)and by the set of possible (constrained)split codes (a 4-bit mask).For each simplex s ,we encode its split code c using the probability distribution found in T [s dim ][s codes mask ].For 2-dimensional models,only 10of the 48tables are non-trivial,and each table contains at most 4probabilities,so the total size of the probability model is small.These encoding tables reduce the code strings to approximately 8bits as shown in Table 1.By comparison,the PM representation requires approximately 5bits for the same information,but of course it disallows topological changes.To provide more intuition for the efficiency of the PSC repre-sentation,we note that capturing the connectivity of an average 2-manifold simplicial complex (n vertices,3n edges,and 2n trian-gles)requires ni =1(log 2i +8)n (log 2n +7)bits with PSC encoding,versus n (12log 2n +95)bits with a traditional one-way incidence graph representation.For improved compression,it would be best to use a hybrid PM +PSC representation,in which the more concise PM vertex split encoding is used when the local neighborhood is an orientableFigure 6:Constraints on the split codes for the simplices in the example of Figure 5.Table 1:Compression results and construction times.Object#verts Space required (bits/n )Trad.Con.n K V D Arepr.time a i C K i midp i (v )i C D i C Ai bits/n hrs.drumset 34,79412.28.20.928.1 4.10.453.9146.1 4.3destroyer 83,79913.38.30.723.1 2.10.347.8154.114.1chandelier 36,62712.47.60.828.6 3.40.853.6143.6 3.6schooner 119,73413.48.60.727.2 2.5 1.353.7148.722.2sandal 4,6289.28.00.733.4 1.50.052.8123.20.4castle 15,08211.0 1.20.630.70.0-43.5-0.5cessna 6,7959.67.60.632.2 2.50.152.6132.10.5harley 28,84711.97.90.930.5 1.40.453.0135.7 3.52-dimensional manifold (this occurs on average 93%of the time in our examples).To compress C D i ,we predict the material for each new principalsimplex sstar(a i )star(b i )K i +1by constructing an ordered set D s of materials found in star(a i )K i .To improve the coding model,the first materials in D s are those of principal simplices in star(s )K i where s is the ancestor of s ;the remainingmaterials in star(a i )K i are appended to D s .The entry in C D i associated with s is the index of its material in D s ,encoded arithmetically.If the material of s is not present in D s ,it is specified explicitly as a global index in D .We encode C A i by specifying the area a s for each new principalsimplex s 01(star(a i )star(b i ))K i +1.To account for this redistribution of area,we identify the principal simplex from which s receives its area by specifying its index in 01(star(a i ))K i .The column labeled in Table 1sums the bits of each field of the gvspl records.Multiplying by the number n of vertices in M gives the total number of bits for the PSC representation of the model (e.g.500KB for the destroyer).By way of compari-son,the next column shows the number of bits per vertex required in a traditional “IndexedFaceSet”representation,with quantization of 16bits per coordinate and arithmetic coding of face materials (3n 16+2n 3log 2n +materials).4PSC CONSTRUCTIONIn this section,we describe a scheme for iteratively choosing pairs of vertices to unify,in order to construct a PSC representation.Our algorithm,a generalization of [13],is time-intensive,seeking high quality approximations.It should be emphasized that many quality metrics are possible.For instance,the quadric error metric recently introduced by Garland and Heckbert [9]provides a different trade-off of execution speed and visual quality.As in [13,20],we first compute a cost E for each candidate vunify transformation,and enter the candidates into a priority queueordered by ascending cost.Then,in each iteration i =n 11,we perform the vunify at the front of the queue and update the costs of affected candidates.4.1Forming set of candidate vertex pairs In principle,we could enter all possible pairs of vertices from M into the priority queue,but this would be prohibitively expensive since simplification would then require at least O(n2log n)time.Instead, we would like to consider only a smaller set of candidate vertex pairs.Naturally,should include the1-simplices of K.Additional pairs should also be included in to allow distinct connected com-ponents of M to merge and to facilitate topological changes.We considered several schemes for forming these additional pairs,in-cluding binning,octrees,and k-closest neighbor graphs,but opted for the Delaunay triangulation because of its adaptability on models containing components at different scales.We compute the Delaunay triangulation of the vertices of M, represented as a3-dimensional simplicial complex K DT.We define the initial set to contain both the1-simplices of K and the subset of1-simplices of K DT that connect vertices in different connected components of K.During the simplification process,we apply each vertex unification performed on M to as well in order to keep consistent the set of candidate pairs.For models in3,star(a i)has constant size in the average case,and the overall simplification algorithm requires O(n log n) time.(In the worst case,it could require O(n2log n)time.)4.2Selecting vertex unifications fromFor each candidate vertex pair(a b),the associated vunify(a b):M i M i+1is assigned the costE=E dist+E disc+E area+E foldAs in[13],thefirst term is E dist=E dist(M i)E dist(M i+1),where E dist(M)measures the geometric accuracy of the approximate model M.Conceptually,E dist(M)approximates the continuous integralMd2(M)where d(M)is the Euclidean distance of the point to the closest point on M.We discretize this integral by defining E dist(M)as the sum of squared distances to M from a dense set of points X sampled from the original model M.We sample X from the set of principal simplices in K—a strategy that generalizes to arbitrary triangulated models.In[13],E disc(M)measures the geometric accuracy of disconti-nuity curves formed by a set of sharp edges in the mesh.For the PSC representation,we generalize the concept of sharp edges to that of sharp simplices in K—a simplex is sharp either if it is a boundary simplex or if two of its parents are principal simplices with different material identifiers.The energy E disc is defined as the sum of squared distances from a set X disc of points sampled from sharp simplices to the discontinuity components from which they were sampled.Minimization of E disc therefore preserves the geom-etry of material boundaries,normal discontinuities(creases),and triangulation boundaries(including boundary curves of a surface and endpoints of a curve).We have found it useful to introduce a term E area that penalizes surface stretching(a more sophisticated version of the regularizing E spring term of[13]).Let A i+1N be the sum of triangle areas in the neighborhood star(a i)star(b i)K i+1,and A i N the sum of triangle areas in star(a i)K i.The mean squared displacement over the neighborhood N due to the change in area can be approx-imated as disp2=12(A i+1NA iN)2.We let E area=X N disp2,where X N is the number of points X projecting in the neighborhood. To prevent model self-intersections,the last term E fold penalizes surface folding.We compute the rotation of each oriented triangle in the neighborhood due to the vertex unification(as in[10,20]).If any rotation exceeds a threshold angle value,we set E fold to a large constant.Unlike[13],we do not optimize over the vertex position i a, but simply evaluate E for i a i+1a i+1b(i+1a+i+1b)2and choose the best one.This speeds up the optimization,improves model compression,and allows us to introduce non-quadratic energy terms like E area.5RESULTSTable1gives quantitative results for the examples in thefigures and in the video.Simplification times for our prototype are measured on an SGI Indigo2Extreme(150MHz R4400).Although these times may appear prohibitive,PSC construction is an off-line task that only needs to be performed once per model.Figure9highlights some of the benefits of the PSC representa-tion.The pearls in the chandelier model are initially disconnected tetrahedra;these tetrahedra merge and collapse into1-d curves in lower-complexity approximations.Similarly,the numerous polyg-onal ropes in the schooner model are simplified into curves which can be rendered as line segments.The straps of the sandal model initially have some thickness;the top and bottom sides of these straps merge in the simplification.Also note the disappearance of the holes on the sandal straps.The castle example demonstrates that the original model need not be a mesh;here M is a1-dimensional non-manifold obtained by extracting edges from an image.6RELATED WORKThere are numerous schemes for representing and simplifying tri-angulations in computer graphics.A common special case is that of subdivided2-manifolds(meshes).Garland and Heckbert[12] provide a recent survey of mesh simplification techniques.Several methods simplify a given model through a sequence of edge col-lapse transformations[10,13,14,20].With the exception of[20], these methods constrain edge collapses to preserve the topological type of the model(e.g.disallow the collapse of a tetrahedron into a triangle).Our work is closely related to several schemes that generalize the notion of edge collapse to that of vertex unification,whereby separate connected components of the model are allowed to merge and triangles may be collapsed into lower dimensional simplices. Rossignac and Borrel[21]overlay a uniform cubical lattice on the object,and merge together vertices that lie in the same cubes. Schaufler and St¨u rzlinger[22]develop a similar scheme in which vertices are merged using a hierarchical clustering algorithm.Lue-bke[18]introduces a scheme for locally adapting the complexity of a scene at runtime using a clustering octree.In these schemes, the approximating models correspond to simplicial complexes that would result from a set of vunify transformations(Section3.3).Our approach differs in that we order the vunify in a carefully optimized sequence.More importantly,we define not only a simplification process,but also a new representation for the model using an en-coding of gvspl=vunify1transformations.Recent,independent work by Schmalstieg and Schaufler[23]de-velops a similar strategy of encoding a model using a sequence of vertex split transformations.Their scheme differs in that it tracks only triangles,and therefore requires regular,2-dimensional trian-gulations.Hence,it does not allow lower-dimensional simplices in the model approximations,and does not generalize to higher dimensions.Some simplification schemes make use of an intermediate vol-umetric representation to allow topological changes to the model. He et al.[11]convert a mesh into a binary inside/outside function discretized on a three-dimensional grid,low-passfilter this function,。
【词汇学习】L类词串记忆树:线条之美说起
1.The research should be particularly _____ about the way the virus is transmitted.Alegislating Benlightening Cinterlacing Denlisting答案解析正确答案:B解析:句子翻译为:这项研究关于病毒传播的方式应该特别____。
A. 立法,B. (动词)顿悟、启发,(形容词)使人顿悟的、有启发作用的,C. 使交织;使交错,D. 招收、招募进来,参军,只有B符合题意2.His skin had lost its _____ and had a dull, leathery look, like a chicken wing left in the freezer too long.Aluster Blight Clumen Dlunar答案解析正确答案:A解析:句子翻译为:他的皮肤已经失去了_____,有一种暗淡的皮革色,像一只放在冰箱里太久的鸡翅。
A. 光泽,光泽度,B. 光,C. 流明,D. 月亮的、阴历的,只有A符合题意3.When you have finished pumping, _____ the milk with the current date and time of pumping.Alack Blacerate Cinnovate Dlabel答案解析正确答案:D解析:句子翻译为:当你用泵吸完的时候,给(这瓶)奶_____当前日期和泵取的时间。
A. 缺乏;不足;没有,B. 割伤;伤害,使…痛心,C. 创新; 改革,D. (贴)标签;定义为,只有D符合题意4.But Americans can still expect unemployment to peak at 10% of the_____ next spring, which is bad for regular people, the US economy and, thus, the world.Alabour force Blisted company Con line Dintellectual property答案解析正确答案:A解析:句子翻译为:但美国人仍可预期其失业率将在明年春天将达到全部_____10%的峰值,这对普通百姓、美国经济乃至整个世界来说都是件坏事。
2017年托福阅读长难句:古老遗址上的岩石艺术
The frequency with which certain simple motifs appear in these oldest sites has led rock-art researchers to adopt a descriptive term—the Panaramitee style—a label which takes its name from the extensive rock pavements at Panaramitee North indesert South Australia, which are covered with motifs pecked into the surface.(TPO23, 51) motif /məʊ'tiːf/ n. 装饰的图案或式样;(⾳乐的)乐旨,(⽂学的)主题. term n. 术语 peck /pek/ v. 以喙啄 ⼤家⾃⼰先读,不回读,看⼀遍是否能理解 The frequency (with which certain simple motifs appear in these oldest sites) has led rock-art researchers to adopt a descriptive term—the Panaramitee style—alabel (which takes its name from the extensive rock pavements at Panaramitee North in desertSouth Australia),(which are covered with motifs pecked into the surface.) (TPO23, 51) 托福阅读长难句100句分析: 这个句⼦的主⼲:The frequency has led rock-art researchers to adopt a descriptive term 注意这⾥的lead...to短语 修饰⼀:(with which certain simple motifs appear in these oldest sites) ,从句,修饰the frequency 中⽂:⼀些简单图案出现在这些最古⽼遗址上 修饰⼆:(which takes its name from the extensive rock pavements at Panaramitee North in desert South Australia) ,从句修饰a label,注意这个从句⾥⾯还有两个介词短语: which takes its name (from the extensive rock pavements)(at Panaramitee North in desert South Australia) (from the extensive rock pavements) ,来⾃宽⼴的岩⽯路⾯ (at Panaramitee North in desert South Australia),在澳⼤利亚南部沙漠Panaramitee North 中⽂:取名于在澳⼤利亚南部沙漠Panaramitee North宽⼴的岩⽯路⾯ 修饰三:(which are covered with motifs pecked into the surface.) ,从句,修饰rock pavements,注意这个从句⾥⾯还有个⾮谓语动词: which are covered with motifs (pecked into the surface.) (pecked into the surface.),刻进路⾯ 中⽂:这些路⾯被刻进表⾯的图案所覆盖 托福阅读长难句100句参考翻译: ⼀些简单图案出现在这些最古⽼遗址上的频率使得岩⽯艺术研究⼈员采⽤了⼀个描述性的术语——Panaramitee风格——这个称号取名于在澳⼤利亚南部沙漠Panaramitee North宽⼴的岩⽯路⾯,这些路⾯被刻进表⾯的图案所覆盖。
骨科博士入学试题集
骨科博士入学试题集1.名词解释LShenton线:沿闭孔上缘划线并向外侧延伸与股骨颈下缘相连,正常髋关节呈一连续性弧线,如该线中断说明髋臼与股骨头关系异常。
2.McMurray征:患者仰卧,检查者一手拇指及其余四指分别按住膝关节内外侧间隙,一手握住足跟部,极度屈膝。
在伸膝过程中,当小腿内收、外旋时有弹响或合并疼痛,说明内侧半月板损伤;当小腿外展、内旋时有弹响或合并疼痛,说明外侧半月板有病变。
3.Finkelsteintest:患者握拳(拇指埋于拳内),使腕部尺偏,若桡骨茎头处出现疼痛为阳性。
阳性者提示桡骨茎头狭窄性腱鞘炎。
4.Brodieabscess(:慢性局限性骨脓肿)brodie于1836年首先描述,多见于儿童和青年,胫骨上端和下端,股骨、肱骨和桡骨下端为好发部位,偶见于椎体等扁平骨。
一般认为系低毒力细菌感染所致,或因全身抵抗力强而使化脓性骨髓炎局限于骨端的一部分。
X线可见长骨干骺端或骨干皮质骨显示圆形或椭圆形低密度骨质破坏区,边缘较整齐,周围密度增高为骨质硬化区,硬化带与正常骨质间无明确分界。
(分4型,P1245)5.C odman’striangle:长骨骨肉瘤位于干骺端的骨髓腔中央或为偏心性。
一侧或四周的骨皮质被浸润和破坏,其表面的骨外膜被掀起,切面上可见肿瘤上、下两端的骨皮质和掀起的骨外膜之间形成三角形隆起,其间堆积由骨外膜产生的新生骨。
此三角称为Codman三角。
seque’ssign:患者仰卧,屈髋、膝,于屈髋位伸膝时,引起患肢痛或肌肉痉挛者为阳性。
腰椎间盘突出征的表现之一。
7.Charcot’sjoint:夏科氏关节是指由于某些神经系统疾病引起的关节病变,也被称为神经性关节炎。
常见病因有脊髓痨、脊髓空洞症等。
原发的神经病变可以造成关节深部感觉障碍,对于关节的震荡、磨损、挤压、劳倦不能察觉因而也不能自主地保护和避免,而神经营养障碍又可使修复能力低下,使病人在无感觉状态下造成了关节软骨的磨损和破坏,关节囊和韧带松弛无力,易形成关节脱位和连枷关节。
关于章鱼的奥秘作文英语
The enigmatic world of the octopus has long captivated the imagination of marine biologists and lay enthusiasts alike.These creatures, with their eight arms and remarkable intelligence,are a marvel of the oceanic ecosystem.The octopus is a symbol of the oceans hidden depths, a testament to the mysteries that still await discovery beneath the waves.One of the most intriguing aspects of the octopus is its extraordinary cognitive abilities.Unlike many other marine creatures,octopuses possess a level of intelligence that rivals that of some mammals.They are known to exhibit problemsolving skills,learning capabilities,and even a sense of playfulness.For instance,an octopus named Inky,who lived in a New Zealand aquarium,managed to escape his tank by unscrewing the lid and slithering to freedom,a feat that showcased not only his physical dexterity but also his cognitive prowess.The octopuss ability to change color and texture is another fascinating characteristic that sets it apart from other sea creatures.This skill,known as chromatophores,allows the octopus to blend seamlessly into its surroundings,providing a perfect camouflage against potential predators. This is not just a passive defense mechanism it is an active process that requires the octopus to perceive its environment and adjust its appearance accordingly.The speed and precision with which an octopus can change its appearance are truly astonishing.Moreover,the octopuss physical adaptability is equally remarkable.They have no bones,which gives them an unparalleled flexibility to squeeze through the tiniest of spaces.This ability has been observed in the waythey hunt for food,often navigating through crevices and holes that would be inaccessible to other marine animals.In addition,their arms,equipped with thousands of suction cups,are not only used for locomotion but also for manipulating objects and even opening shells to access the prey inside.The reproductive habits of the octopus are also a subject of great interest. Unlike many other species,octopuses have a relatively short lifespan,with some species living only for a year or two.This is largely due to their intense reproductive cycle.Once an octopus mates,the female will lay thousands of eggs and guard them vigilantly until they hatch.After the eggs are laid,the male will often die off,and the female will follow suit shortly after the eggs hatch,having expended all their energy on reproduction.The octopuss intelligence and adaptability have not gone unnoticed by scientists and engineers.In fact,the octopus has inspired various technological innovations.For example,the development of soft robotics has been influenced by the octopuss flexible body structure,leading to the creation of machines that can navigate through tight spaces and perform delicate tasks.The octopuss place in the marine ecosystem is also of great importance.As both predators and prey,they play a crucial role in maintaining the balance of marine life.They are known to feed on a variety of creatures, including crabs,mollusks,and smaller fish,while also being a food source for larger marine animals such as sharks and seabirds.Despite the many mysteries that have been unraveled about the octopus, there is still much to learn.The deep sea is a realm of darkness and silence, and it is here that many species of octopus reside.The exploration of these depths is challenging,and our understanding of the octopuss behavior and ecology in these environments is limited.In conclusion,the octopus is a creature of many wonders,embodying the complexity and adaptability of life in the ocean.Its intelligence,physical prowess,and unique reproductive strategies are a testament to the diversity of life on our planet.As we continue to study these fascinating creatures,we gain not only a deeper understanding of the marine world but also insights into the potential applications of their remarkable abilities in various fields of human endeavor.The octopus remains a symbol of the oceans mysteries,a reminder that there is still much to explore and learn from the depths of our blue planet.。
貘的英语作文
貘的英语作文The Tapir known as mò in Chinese is a unique and fascinating creature that holds a special place in the ecosystem. In this essay I will delve into the characteristics habitat and behavior of this intriguing mammal as well as the challenges it faces in the modern world.IntroductionThe Tapir is a large herbivorous mammal native to Central and South America and Southeast Asia. Often referred to as the forests gardener the Tapir plays a crucial role in seed dispersal contributing to the health and diversity of the forest.Physical CharacteristicsTapirs are characterized by their barrelshaped bodies short necks and strong limbs. They have a distinctive elongated snout which is used for foraging in water and on land. Their coloration varies from brown to gray with some species having unique patterns that help them blend into their environment.HabitatTapirs are found in a variety of habitats including tropical rainforests swamps and savannas. They are excellent swimmers and are often seen in or near water bodies which they use for both drinking and bathing.Diet and BehaviorHerbivorous by nature Tapirs have a diet consisting mainly of leaves fruits and aquatic plants. They are known to be solitary animals coming together only during the mating season. Tapirs are also nocturnal which means they are most active during the night and rest during the day.Reproduction and Life CycleThe gestation period for Tapirs is approximately 13 to 14 months after which a single calf is born. The mother will nurse and protect her young for about a year after which the calf is considered independent.Conservation StatusUnfortunately Tapirs are facing numerous threats due to habitat loss poaching and humanwildlife conflict. Deforestation and the conversion of their natural habitats into agricultural lands have significantly reduced their population. Additionally Tapirs are hunted for their meat and for traditional medicine further endangering their existence.Conservation EffortsVarious conservation organizations and governments are working to protect Tapirs through habitat preservation antipoaching measures and public awareness campaigns. Establishing protected areas and wildlife corridors is vital for the survival of these gentle giants.ConclusionThe Tapir is more than just an animal it is a symbol of the rich biodiversity that our planet has to offer. It is our collective responsibility to ensure that future generations can witness the grace and beauty of this remarkable creature in its natural habitat. By understanding and appreciating the Tapir we can contribute to the preservation of our shared environment and the countless species that call it home.。
就业歧视英语作文
In the modern workplace,the issue of employment discrimination remains a significant concern.This essay will explore the various forms of discrimination that can occur,the impact it has on individuals and society,and potential solutions to address this problem.Forms of Employment Discrimination1.Gender Discrimination:This is perhaps the most common form of discrimination, where individuals are treated unfairly based on their gender.This can manifest in unequal pay,fewer opportunities for advancement,and stereotyping of roles within the workplace.2.Racial Discrimination:People of certain ethnic backgrounds may face prejudice and bias,leading to difficulties in securing employment or being treated unfairly once employed.3.Age Discrimination:Both younger and older workers can be discriminated against. Younger workers may be seen as inexperienced,while older workers may be viewed as less adaptable to new technologies or work environments.4.Disability Discrimination:Individuals with disabilities often face barriers in the hiring process and may be overlooked for job opportunities due to misconceptions about their abilities.5.Religious Discrimination:Workers may be discriminated against because of their religious beliefs,practices,or attire,which can affect their employment opportunities and workplace environment.Impact of Employment DiscriminationMental Health:Discrimination can lead to increased stress,anxiety,and depression among affected individuals.Economic Consequences:It can result in a loss of income and financial stability for those who are discriminated against,widening the gap between the rich and the poor. Social Cohesion:Discrimination undermines social cohesion and can lead to increased tensions within society.Potential Solutions to Employment Discrimination1.Legislation:Strong laws are needed to prohibit discrimination in the workplace.These laws should be enforced rigorously to ensure compliance.cation and Awareness:Employers and employees alike should be educated about the importance of diversity and inclusion in the workplace.Awareness campaigns can help to challenge stereotypes and prejudices.3.Diversity Training:Companies should invest in diversity training programs to sensitize their workforce to the issues surrounding discrimination.4.Equal Opportunity Policies:Implementing and enforcing equal opportunity policies can help to create a level playing field for all job applicants and employees.5.Support Systems:Establishing support systems for victims of discrimination,such as hotlines or mediation services,can provide a safe space for individuals to report incidents and seek assistance.6.Transparent Hiring Practices:Companies should adopt transparent hiring practices that minimize bias,such as blind recruitment processes where personal identifiers are removed from applications.In conclusion,employment discrimination is a complex issue that affects individuals and society as a whole.By understanding the different forms of discrimination,recognizing its impact,and implementing effective solutions,we can work towards a more inclusive and equitable workplace for everyone.。
热红外传感史
History of infrared detectorsA.ROGALSKI*Institute of Applied Physics, Military University of Technology, 2 Kaliskiego Str.,00–908 Warsaw, PolandThis paper overviews the history of infrared detector materials starting with Herschel’s experiment with thermometer on February11th,1800.Infrared detectors are in general used to detect,image,and measure patterns of the thermal heat radia−tion which all objects emit.At the beginning,their development was connected with thermal detectors,such as ther−mocouples and bolometers,which are still used today and which are generally sensitive to all infrared wavelengths and op−erate at room temperature.The second kind of detectors,called the photon detectors,was mainly developed during the20th Century to improve sensitivity and response time.These detectors have been extensively developed since the1940’s.Lead sulphide(PbS)was the first practical IR detector with sensitivity to infrared wavelengths up to~3μm.After World War II infrared detector technology development was and continues to be primarily driven by military applications.Discovery of variable band gap HgCdTe ternary alloy by Lawson and co−workers in1959opened a new area in IR detector technology and has provided an unprecedented degree of freedom in infrared detector design.Many of these advances were transferred to IR astronomy from Departments of Defence ter on civilian applications of infrared technology are frequently called“dual−use technology applications.”One should point out the growing utilisation of IR technologies in the civilian sphere based on the use of new materials and technologies,as well as the noticeable price decrease in these high cost tech−nologies.In the last four decades different types of detectors are combined with electronic readouts to make detector focal plane arrays(FPAs).Development in FPA technology has revolutionized infrared imaging.Progress in integrated circuit design and fabrication techniques has resulted in continued rapid growth in the size and performance of these solid state arrays.Keywords:thermal and photon detectors, lead salt detectors, HgCdTe detectors, microbolometers, focal plane arrays.Contents1.Introduction2.Historical perspective3.Classification of infrared detectors3.1.Photon detectors3.2.Thermal detectors4.Post−War activity5.HgCdTe era6.Alternative material systems6.1.InSb and InGaAs6.2.GaAs/AlGaAs quantum well superlattices6.3.InAs/GaInSb strained layer superlattices6.4.Hg−based alternatives to HgCdTe7.New revolution in thermal detectors8.Focal plane arrays – revolution in imaging systems8.1.Cooled FPAs8.2.Uncooled FPAs8.3.Readiness level of LWIR detector technologies9.SummaryReferences 1.IntroductionLooking back over the past1000years we notice that infra−red radiation(IR)itself was unknown until212years ago when Herschel’s experiment with thermometer and prism was first reported.Frederick William Herschel(1738–1822) was born in Hanover,Germany but emigrated to Britain at age19,where he became well known as both a musician and an astronomer.Herschel became most famous for the discovery of Uranus in1781(the first new planet found since antiquity)in addition to two of its major moons,Tita−nia and Oberon.He also discovered two moons of Saturn and infrared radiation.Herschel is also known for the twenty−four symphonies that he composed.W.Herschel made another milestone discovery–discov−ery of infrared light on February11th,1800.He studied the spectrum of sunlight with a prism[see Fig.1in Ref.1],mea−suring temperature of each colour.The detector consisted of liquid in a glass thermometer with a specially blackened bulb to absorb radiation.Herschel built a crude monochromator that used a thermometer as a detector,so that he could mea−sure the distribution of energy in sunlight and found that the highest temperature was just beyond the red,what we now call the infrared(‘below the red’,from the Latin‘infra’–be−OPTO−ELECTRONICS REVIEW20(3),279–308DOI: 10.2478/s11772−012−0037−7*e−mail: rogan@.pllow)–see Fig.1(b)[2].In April 1800he reported it to the Royal Society as dark heat (Ref.1,pp.288–290):Here the thermometer No.1rose 7degrees,in 10minu−tes,by an exposure to the full red coloured rays.I drew back the stand,till the centre of the ball of No.1was just at the vanishing of the red colour,so that half its ball was within,and half without,the visible rays of theAnd here the thermometerin 16minutes,degrees,when its centre was inch out of the raysof the sun.as had a rising of 9de−grees,and here the difference is almost too trifling to suppose,that latter situation of the thermometer was much beyond the maximum of the heating power;while,at the same time,the experiment sufficiently indi−cates,that the place inquired after need not be looked for at a greater distance.Making further experiments on what Herschel called the ‘calorific rays’that existed beyond the red part of the spec−trum,he found that they were reflected,refracted,absorbed and transmitted just like visible light [1,3,4].The early history of IR was reviewed about 50years ago in three well−known monographs [5–7].Many historical information can be also found in four papers published by Barr [3,4,8,9]and in more recently published monograph [10].Table 1summarises the historical development of infrared physics and technology [11,12].2.Historical perspectiveFor thirty years following Herschel’s discovery,very little progress was made beyond establishing that the infrared ra−diation obeyed the simplest laws of optics.Slow progress inthe study of infrared was caused by the lack of sensitive and accurate detectors –the experimenters were handicapped by the ordinary thermometer.However,towards the second de−cade of the 19th century,Thomas Johann Seebeck began to examine the junction behaviour of electrically conductive materials.In 1821he discovered that a small electric current will flow in a closed circuit of two dissimilar metallic con−ductors,when their junctions are kept at different tempera−tures [13].During that time,most physicists thought that ra−diant heat and light were different phenomena,and the dis−covery of Seebeck indirectly contributed to a revival of the debate on the nature of heat.Due to small output vol−tage of Seebeck’s junctions,some μV/K,the measurement of very small temperature differences were prevented.In 1829L.Nobili made the first thermocouple and improved electrical thermometer based on the thermoelectric effect discovered by Seebeck in 1826.Four years later,M.Melloni introduced the idea of connecting several bismuth−copper thermocouples in series,generating a higher and,therefore,measurable output voltage.It was at least 40times more sensitive than the best thermometer available and could de−tect the heat from a person at a distance of 30ft [8].The out−put voltage of such a thermopile structure linearly increases with the number of connected thermocouples.An example of thermopile’s prototype invented by Nobili is shown in Fig.2(a).It consists of twelve large bismuth and antimony elements.The elements were placed upright in a brass ring secured to an adjustable support,and were screened by a wooden disk with a 15−mm central aperture.Incomplete version of the Nobili−Melloni thermopile originally fitted with the brass cone−shaped tubes to collect ra−diant heat is shown in Fig.2(b).This instrument was much more sensi−tive than the thermometers previously used and became the most widely used detector of IR radiation for the next half century.The third member of the trio,Langley’s bolometer appea−red in 1880[7].Samuel Pierpont Langley (1834–1906)used two thin ribbons of platinum foil connected so as to form two arms of a Wheatstone bridge (see Fig.3)[15].This instrument enabled him to study solar irradiance far into its infrared region and to measure theintensityof solar radia−tion at various wavelengths [9,16,17].The bolometer’s sen−History of infrared detectorsFig.1.Herschel’s first experiment:A,B –the small stand,1,2,3–the thermometers upon it,C,D –the prism at the window,E –the spec−trum thrown upon the table,so as to bring the last quarter of an inch of the read colour upon the stand (after Ref.1).InsideSir FrederickWilliam Herschel (1738–1822)measures infrared light from the sun– artist’s impression (after Ref. 2).Fig.2.The Nobili−Meloni thermopiles:(a)thermopile’s prototype invented by Nobili (ca.1829),(b)incomplete version of the Nobili−−Melloni thermopile (ca.1831).Museo Galileo –Institute and Museum of the History of Science,Piazza dei Giudici 1,50122Florence, Italy (after Ref. 14).Table 1. Milestones in the development of infrared physics and technology (up−dated after Refs. 11 and 12)Year Event1800Discovery of the existence of thermal radiation in the invisible beyond the red by W. HERSCHEL1821Discovery of the thermoelectric effects using an antimony−copper pair by T.J. SEEBECK1830Thermal element for thermal radiation measurement by L. NOBILI1833Thermopile consisting of 10 in−line Sb−Bi thermal pairs by L. NOBILI and M. MELLONI1834Discovery of the PELTIER effect on a current−fed pair of two different conductors by J.C. PELTIER1835Formulation of the hypothesis that light and electromagnetic radiation are of the same nature by A.M. AMPERE1839Solar absorption spectrum of the atmosphere and the role of water vapour by M. MELLONI1840Discovery of the three atmospheric windows by J. HERSCHEL (son of W. HERSCHEL)1857Harmonization of the three thermoelectric effects (SEEBECK, PELTIER, THOMSON) by W. THOMSON (Lord KELVIN)1859Relationship between absorption and emission by G. KIRCHHOFF1864Theory of electromagnetic radiation by J.C. MAXWELL1873Discovery of photoconductive effect in selenium by W. SMITH1876Discovery of photovoltaic effect in selenium (photopiles) by W.G. ADAMS and A.E. DAY1879Empirical relationship between radiation intensity and temperature of a blackbody by J. STEFAN1880Study of absorption characteristics of the atmosphere through a Pt bolometer resistance by S.P. LANGLEY1883Study of transmission characteristics of IR−transparent materials by M. MELLONI1884Thermodynamic derivation of the STEFAN law by L. BOLTZMANN1887Observation of photoelectric effect in the ultraviolet by H. HERTZ1890J. ELSTER and H. GEITEL constructed a photoemissive detector consisted of an alkali−metal cathode1894, 1900Derivation of the wavelength relation of blackbody radiation by J.W. RAYEIGH and W. WIEN1900Discovery of quantum properties of light by M. PLANCK1903Temperature measurements of stars and planets using IR radiometry and spectrometry by W.W. COBLENTZ1905 A. EINSTEIN established the theory of photoelectricity1911R. ROSLING made the first television image tube on the principle of cathode ray tubes constructed by F. Braun in 18971914Application of bolometers for the remote exploration of people and aircrafts ( a man at 200 m and a plane at 1000 m)1917T.W. CASE developed the first infrared photoconductor from substance composed of thallium and sulphur1923W. SCHOTTKY established the theory of dry rectifiers1925V.K. ZWORYKIN made a television image tube (kinescope) then between 1925 and 1933, the first electronic camera with the aid of converter tube (iconoscope)1928Proposal of the idea of the electro−optical converter (including the multistage one) by G. HOLST, J.H. DE BOER, M.C. TEVES, and C.F. VEENEMANS1929L.R. KOHLER made a converter tube with a photocathode (Ag/O/Cs) sensitive in the near infrared1930IR direction finders based on PbS quantum detectors in the wavelength range 1.5–3.0 μm for military applications (GUDDEN, GÖRLICH and KUTSCHER), increased range in World War II to 30 km for ships and 7 km for tanks (3–5 μm)1934First IR image converter1939Development of the first IR display unit in the United States (Sniperscope, Snooperscope)1941R.S. OHL observed the photovoltaic effect shown by a p−n junction in a silicon1942G. EASTMAN (Kodak) offered the first film sensitive to the infrared1947Pneumatically acting, high−detectivity radiation detector by M.J.E. GOLAY1954First imaging cameras based on thermopiles (exposure time of 20 min per image) and on bolometers (4 min)1955Mass production start of IR seeker heads for IR guided rockets in the US (PbS and PbTe detectors, later InSb detectors for Sidewinder rockets)1957Discovery of HgCdTe ternary alloy as infrared detector material by W.D. LAWSON, S. NELSON, and A.S. YOUNG1961Discovery of extrinsic Ge:Hg and its application (linear array) in the first LWIR FLIR systems1965Mass production start of IR cameras for civil applications in Sweden (single−element sensors with optomechanical scanner: AGA Thermografiesystem 660)1970Discovery of charge−couple device (CCD) by W.S. BOYLE and G.E. SMITH1970Production start of IR sensor arrays (monolithic Si−arrays: R.A. SOREF 1968; IR−CCD: 1970; SCHOTTKY diode arrays: F.D.SHEPHERD and A.C. YANG 1973; IR−CMOS: 1980; SPRITE: T. ELIOTT 1981)1975Lunch of national programmes for making spatially high resolution observation systems in the infrared from multielement detectors integrated in a mini cooler (so−called first generation systems): common module (CM) in the United States, thermal imaging commonmodule (TICM) in Great Britain, syteme modulaire termique (SMT) in France1975First In bump hybrid infrared focal plane array1977Discovery of the broken−gap type−II InAs/GaSb superlattices by G.A. SAI−HALASZ, R. TSU, and L. ESAKI1980Development and production of second generation systems [cameras fitted with hybrid HgCdTe(InSb)/Si(readout) FPAs].First demonstration of two−colour back−to−back SWIR GaInAsP detector by J.C. CAMPBELL, A.G. DENTAI, T.P. LEE,and C.A. BURRUS1985Development and mass production of cameras fitted with Schottky diode FPAs (platinum silicide)1990Development and production of quantum well infrared photoconductor (QWIP) hybrid second generation systems1995Production start of IR cameras with uncooled FPAs (focal plane arrays; microbolometer−based and pyroelectric)2000Development and production of third generation infrared systemssitivity was much greater than that of contemporary thermo−piles which were little improved since their use by Melloni. Langley continued to develop his bolometer for the next20 years(400times more sensitive than his first efforts).His latest bolometer could detect the heat from a cow at a dis−tance of quarter of mile [9].From the above information results that at the beginning the development of the IR detectors was connected with ther−mal detectors.The first photon effect,photoconductive ef−fect,was discovered by Smith in1873when he experimented with selenium as an insulator for submarine cables[18].This discovery provided a fertile field of investigation for several decades,though most of the efforts were of doubtful quality. By1927,over1500articles and100patents were listed on photosensitive selenium[19].It should be mentioned that the literature of the early1900’s shows increasing interest in the application of infrared as solution to numerous problems[7].A special contribution of William Coblenz(1873–1962)to infrared radiometry and spectroscopy is marked by huge bib−liography containing hundreds of scientific publications, talks,and abstracts to his credit[20,21].In1915,W.Cob−lentz at the US National Bureau of Standards develops ther−mopile detectors,which he uses to measure the infrared radi−ation from110stars.However,the low sensitivity of early in−frared instruments prevented the detection of other near−IR sources.Work in infrared astronomy remained at a low level until breakthroughs in the development of new,sensitive infrared detectors were achieved in the late1950’s.The principle of photoemission was first demonstrated in1887when Hertz discovered that negatively charged par−ticles were emitted from a conductor if it was irradiated with ultraviolet[22].Further studies revealed that this effect could be produced with visible radiation using an alkali metal electrode [23].Rectifying properties of semiconductor−metal contact were discovered by Ferdinand Braun in1874[24],when he probed a naturally−occurring lead sulphide(galena)crystal with the point of a thin metal wire and noted that current flowed freely in one direction only.Next,Jagadis Chandra Bose demonstrated the use of galena−metal point contact to detect millimetre electromagnetic waves.In1901he filed a U.S patent for a point−contact semiconductor rectifier for detecting radio signals[25].This type of contact called cat’s whisker detector(sometimes also as crystal detector)played serious role in the initial phase of radio development.How−ever,this contact was not used in a radiation detector for the next several decades.Although crystal rectifiers allowed to fabricate simple radio sets,however,by the mid−1920s the predictable performance of vacuum−tubes replaced them in most radio applications.The period between World Wars I and II is marked by the development of photon detectors and image converters and by emergence of infrared spectroscopy as one of the key analytical techniques available to chemists.The image con−verter,developed on the eve of World War II,was of tre−mendous interest to the military because it enabled man to see in the dark.The first IR photoconductor was developed by Theodore W.Case in1917[26].He discovered that a substance com−posed of thallium and sulphur(Tl2S)exhibited photocon−ductivity.Supported by the US Army between1917and 1918,Case adapted these relatively unreliable detectors for use as sensors in an infrared signalling device[27].The pro−totype signalling system,consisting of a60−inch diameter searchlight as the source of radiation and a thallous sulphide detector at the focus of a24−inch diameter paraboloid mir−ror,sent messages18miles through what was described as ‘smoky atmosphere’in1917.However,instability of resis−tance in the presence of light or polarizing voltage,loss of responsivity due to over−exposure to light,high noise,slug−gish response and lack of reproducibility seemed to be inhe−rent weaknesses.Work was discontinued in1918;commu−nication by the detection of infrared radiation appeared dis−tinctly ter Case found that the addition of oxygen greatly enhanced the response [28].The idea of the electro−optical converter,including the multistage one,was proposed by Holst et al.in1928[29]. The first attempt to make the converter was not successful.A working tube consisted of a photocathode in close proxi−mity to a fluorescent screen was made by the authors in 1934 in Philips firm.In about1930,the appearance of the Cs−O−Ag photo−tube,with stable characteristics,to great extent discouraged further development of photoconductive cells until about 1940.The Cs−O−Ag photocathode(also called S−1)elabo−History of infrared detectorsFig.3.Longley’s bolometer(a)composed of two sets of thin plati−num strips(b),a Wheatstone bridge,a battery,and a galvanometer measuring electrical current (after Ref. 15 and 16).rated by Koller and Campbell[30]had a quantum efficiency two orders of magnitude above anything previously studied, and consequently a new era in photoemissive devices was inaugurated[31].In the same year,the Japanese scientists S. Asao and M.Suzuki reported a method for enhancing the sensitivity of silver in the S−1photocathode[32].Consisted of a layer of caesium on oxidized silver,S−1is sensitive with useful response in the near infrared,out to approxi−mately1.2μm,and the visible and ultraviolet region,down to0.3μm.Probably the most significant IR development in the United States during1930’s was the Radio Corporation of America(RCA)IR image tube.During World War II, near−IR(NIR)cathodes were coupled to visible phosphors to provide a NIR image converter.With the establishment of the National Defence Research Committee,the develop−ment of this tube was accelerated.In1942,the tube went into production as the RCA1P25image converter(see Fig.4).This was one of the tubes used during World War II as a part of the”Snooperscope”and”Sniperscope,”which were used for night observation with infrared sources of illumination.Since then various photocathodes have been developed including bialkali photocathodes for the visible region,multialkali photocathodes with high sensitivity ex−tending to the infrared region and alkali halide photocatho−des intended for ultraviolet detection.The early concepts of image intensification were not basically different from those today.However,the early devices suffered from two major deficiencies:poor photo−cathodes and poor ter development of both cathode and coupling technologies changed the image in−tensifier into much more useful device.The concept of image intensification by cascading stages was suggested independently by number of workers.In Great Britain,the work was directed toward proximity focused tubes,while in the United State and in Germany–to electrostatically focused tubes.A history of night vision imaging devices is given by Biberman and Sendall in monograph Electro−Opti−cal Imaging:System Performance and Modelling,SPIE Press,2000[10].The Biberman’s monograph describes the basic trends of infrared optoelectronics development in the USA,Great Britain,France,and Germany.Seven years later Ponomarenko and Filachev completed this monograph writ−ing the book Infrared Techniques and Electro−Optics in Russia:A History1946−2006,SPIE Press,about achieve−ments of IR techniques and electrooptics in the former USSR and Russia [33].In the early1930’s,interest in improved detectors began in Germany[27,34,35].In1933,Edgar W.Kutzscher at the University of Berlin,discovered that lead sulphide(from natural galena found in Sardinia)was photoconductive and had response to about3μm.B.Gudden at the University of Prague used evaporation techniques to develop sensitive PbS films.Work directed by Kutzscher,initially at the Uni−versity of Berlin and later at the Electroacustic Company in Kiel,dealt primarily with the chemical deposition approach to film formation.This work ultimately lead to the fabrica−tion of the most sensitive German detectors.These works were,of course,done under great secrecy and the results were not generally known until after1945.Lead sulphide photoconductors were brought to the manufacturing stage of development in Germany in about1943.Lead sulphide was the first practical infrared detector deployed in a variety of applications during the war.The most notable was the Kiel IV,an airborne IR system that had excellent range and which was produced at Carl Zeiss in Jena under the direction of Werner K. Weihe [6].In1941,Robert J.Cashman improved the technology of thallous sulphide detectors,which led to successful produc−tion[36,37].Cashman,after success with thallous sulphide detectors,concentrated his efforts on lead sulphide detec−tors,which were first produced in the United States at Northwestern University in1944.After World War II Cash−man found that other semiconductors of the lead salt family (PbSe and PbTe)showed promise as infrared detectors[38]. The early detector cells manufactured by Cashman are shown in Fig. 5.Fig.4.The original1P25image converter tube developed by the RCA(a).This device measures115×38mm overall and has7pins.It opera−tion is indicated by the schematic drawing (b).After1945,the wide−ranging German trajectory of research was essentially the direction continued in the USA, Great Britain and Soviet Union under military sponsorship after the war[27,39].Kutzscher’s facilities were captured by the Russians,thus providing the basis for early Soviet detector development.From1946,detector technology was rapidly disseminated to firms such as Mullard Ltd.in Southampton,UK,as part of war reparations,and some−times was accompanied by the valuable tacit knowledge of technical experts.E.W.Kutzscher,for example,was flown to Britain from Kiel after the war,and subsequently had an important influence on American developments when he joined Lockheed Aircraft Co.in Burbank,California as a research scientist.Although the fabrication methods developed for lead salt photoconductors was usually not completely under−stood,their properties are well established and reproducibi−lity could only be achieved after following well−tried reci−pes.Unlike most other semiconductor IR detectors,lead salt photoconductive materials are used in the form of polycrys−talline films approximately1μm thick and with individual crystallites ranging in size from approximately0.1–1.0μm. They are usually prepared by chemical deposition using empirical recipes,which generally yields better uniformity of response and more stable results than the evaporative methods.In order to obtain high−performance detectors, lead chalcogenide films need to be sensitized by oxidation. The oxidation may be carried out by using additives in the deposition bath,by post−deposition heat treatment in the presence of oxygen,or by chemical oxidation of the film. The effect of the oxidant is to introduce sensitizing centres and additional states into the bandgap and thereby increase the lifetime of the photoexcited holes in the p−type material.3.Classification of infrared detectorsObserving a history of the development of the IR detector technology after World War II,many materials have been investigated.A simple theorem,after Norton[40],can be stated:”All physical phenomena in the range of about0.1–1 eV will be proposed for IR detectors”.Among these effects are:thermoelectric power(thermocouples),change in elec−trical conductivity(bolometers),gas expansion(Golay cell), pyroelectricity(pyroelectric detectors),photon drag,Jose−phson effect(Josephson junctions,SQUIDs),internal emis−sion(PtSi Schottky barriers),fundamental absorption(in−trinsic photodetectors),impurity absorption(extrinsic pho−todetectors),low dimensional solids[superlattice(SL), quantum well(QW)and quantum dot(QD)detectors], different type of phase transitions, etc.Figure6gives approximate dates of significant develop−ment efforts for the materials mentioned.The years during World War II saw the origins of modern IR detector tech−nology.Recent success in applying infrared technology to remote sensing problems has been made possible by the successful development of high−performance infrared de−tectors over the last six decades.Photon IR technology com−bined with semiconductor material science,photolithogra−phy technology developed for integrated circuits,and the impetus of Cold War military preparedness have propelled extraordinary advances in IR capabilities within a short time period during the last century [41].The majority of optical detectors can be classified in two broad categories:photon detectors(also called quantum detectors) and thermal detectors.3.1.Photon detectorsIn photon detectors the radiation is absorbed within the material by interaction with electrons either bound to lattice atoms or to impurity atoms or with free electrons.The observed electrical output signal results from the changed electronic energy distribution.The photon detectors show a selective wavelength dependence of response per unit incident radiation power(see Fig.8).They exhibit both a good signal−to−noise performance and a very fast res−ponse.But to achieve this,the photon IR detectors require cryogenic cooling.This is necessary to prevent the thermalHistory of infrared detectorsFig.5.Cashman’s detector cells:(a)Tl2S cell(ca.1943):a grid of two intermeshing comb−line sets of conducting paths were first pro−vided and next the T2S was evaporated over the grid structure;(b) PbS cell(ca.1945)the PbS layer was evaporated on the wall of the tube on which electrical leads had been drawn with aquadag(afterRef. 38).。
12月13日托福阅读答案解析
12月13日托福阅读答案解析Obviously=clearlyWidespread=commonDense=thickThus=consequentlyresultantShallow=smalldepthexerciseProfound=very strongEmergence=riseTactic=strategyAdjacent to=near toParallel=match12月13日托福阅读第一篇题材划分:生物类主要内容:板块运动可以改变生物多样性,提到生物区的划分,少于百分之二十的物种相似度就是不同的区越多说明那里的多样性越高。
比如板块分开的时候,多样性增加,反之亦然。
一个山脉可以把原本的湿润风给挡了,就变成沙漠不适合生长了。
或者一个障碍的形成可以把本来的一个物种分成两个,一南一北,等到在合并的时候,发现北部的可以到南部生活,但南部的很少到北部生活。
相似TPO练习推荐TPO31- Speciation in Geographically Isolated Populations相关背景知识:Speciation is the evolutionary process by which new biological species arise. The biologist Orator F. Cook was the first to coin the term ‘speciation’ for the splitting of lineages or “cladogenesis,” as opposed to “anagenesis” or “phyletic evolution” occurring within lineages. Charles Darwin was the first to describe the role of natural selection in speciation.There is research comparing the intensity of sexual selection in different clades with their number of species.There are four geographic modes of speciation in nature, based on the extent to which speciating populations are isolated from one another: allopatric, peripatric, parapatric, and sympatric. Speciation may also be induced artificially, through animal husbandry, agriculture, or laboratory experiments. Whether genetic drift is a minor or major contributor to speciation is the subject matter of much ongoing discussion.All forms of natural speciation have taken place over the course of evolution; however, debate persists as to the relative importance of each mechanism in driving biodiversity.One example of natural speciation is the diversity of the three-spined stickleback, a marine fish that, after the last glacial period, has undergone speciation into new freshwater colonies in isolated lakes and streams. Over an estimated 10,000 generations, the sticklebacks show structural differences that are greater than those seen between different genera of fish including variations in fins, changes in the number or size of their bony plates, variable jaw structure, and color differences.During allopatric speciation, a population splits into two geographically isolated populations (for example, by habitat fragmentation due to geographical change such as mountain formation). The isolated populations then undergo genotypic and/or phenotypic divergence as: (a) they become subjected to dissimilar selective pressures;(b) they independently undergo genetic drift; (c) different mutations arise in the two populations. When the populations come back into contact, they have evolved such that they are reproductively isolated and are no longer capable of exchanging genes. Island genetics is the term associated with the tendency of small, isolated genetic pools to produce unusual traits. Examples include insular dwarfism and the radical changes among certain famous island chains, for example on Komodo. The Galápagos Islands are particularly famous for their influence on Charles Darwin. During his five weeks there he heard that Galápagos tortoises could be identified by island, and noticed that finches differed from one island to another, but it was only nine months later that he reflected that such facts could show that species were changeable. When he returned to England, his speculation on evolution deepened after experts informed him that these were separate species, not just varieties, and famously that other differing Galápagos birds were all species of finches. Though the finches were less important for Darwin, more recent research has shown the birds now known as Darwin’s finches to be a classic case of adaptive evolutionary radiation.12月13日托福阅读第二篇题材划分:生物类主要内容:主要讲关于夏威夷岛上的Noendemic animals and plants是如何移民到岛上的,主要通过风,动物皮毛和消化,以及通过人类的船只等。
对比论证作文渐冻症的反例
对比论证作文渐冻症的反例英文回答:Contrary to the argument that has been made about the negative effects of Alzheimer's disease, I would like to present a counterexample to demonstrate that not all cases of Alzheimer's disease lead to a decline in cognitive abilities. While it is true that Alzheimer's disease is a progressive neurodegenerative disorder that primarily affects memory and cognitive functions, there have been documented cases where individuals with Alzheimer's have shown remarkable cognitive abilities and even excelled in certain areas.One such example is the case of Dr. Richard Taylor, a former psychologist who was diagnosed with Alzheimer's disease at the age of 61. Despite his diagnosis, Dr. Taylor continued to write and publish books about his experiences living with Alzheimer's. In fact, his book "Alzheimer's from the Inside Out" received critical acclaim and providedvaluable insights into the daily struggles and triumphs of individuals living with the disease. Dr. Taylor's ability to articulate his thoughts and emotions through his writing demonstrated that not all individuals with Alzheimer's experience a complete loss of cognitive function.Another counterexample is the case of John, a retired engineer who was diagnosed with early-onset Alzheimer's disease at the age of 55. Despite his diagnosis, John continued to engage in complex problem-solving activities, such as building intricate models and solving mathematical puzzles. His cognitive abilities remained intact in these specific areas, challenging the notion that Alzheimer's disease inevitably leads to a decline in cognitive function across all domains.These counterexamples highlight the fact that Alzheimer's disease does not necessarily result in a complete loss of cognitive abilities. While it is true that the disease is characterized by the gradual deterioration of brain cells and the subsequent decline in cognitive function, there are cases where individuals withAlzheimer's are able to maintain certain cognitiveabilities or even excel in specific areas. These examples demonstrate that the impact of Alzheimer's disease on cognitive function can vary from person to person.中文回答:与关于阿尔茨海默病的负面影响的论点相反,我想举一个反例来证明并非所有的阿尔茨海默病病例都会导致认知能力下降。
托福阅读真题词汇 TPO 2
The origin of cetaceans
cetacean
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sea otter walrus
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precious
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flesh-eating
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scarce
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initiate expose
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locomotion
粪 结果的
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模拟海螺壳结构 MIT研发高强3D打印材料
书山有路勤为径;学海无涯苦作舟
模拟海螺壳结构MIT 研发高强3D 打印材料
【中国技术前沿】日前,麻省理工学院的研究人员研究发现了一种具备海螺壳的韧性的材料,3D打印结构强度高达85%,有潜力创造先进的身体盔甲或头盔。
因为3D打印的使用可以与3D扫描的使用相吻合。
因此这对于使用者来说具有佳的适应性,并且由于打印材料的海螺状层而具有先进的性能。
麻省理工学院的研究人员研究发现了一种具备海螺壳的韧性的材料,通过模拟通常在壳中发现的交叉的层,3D打印结构强度高达85%。
研究人员Grace Gu,Mahdi Takaffoli和McAfee Engineering Markus Buehler教授认为,该材料具有潜在的应用于身体护甲的应用。
题为“分级增强的生物复合材料的抗冲击性”的文章已经在
Advanced Materials中发表。
超强的韧性
该材料在没有压裂的情况下吸收和消除冲击能量。
研究团队分析了
海螺壳的特点,发现其的韧性包含在交替晶粒层中。
根据本文,这种三层结构意味着裂缝和裂缝发现难以通过层次传播。
研究人员随后使用3D打印机打印此结构。
该团队在计算机上模拟
了外壳结构,然后使用了Stratasys Objet 5003D打印机来创建一种模拟海螺多层结构。
麻省理工学院的研究人员过去已经转向使用3D技术来展示石墨烯
复杂的几何形状。
滴塔测试
为了评估3D打印海螺状材料的韧性,通过基材比较,研究人员使
用了一个滴塔。
使用滴塔进行冲击试验,展示了多层材料能够以小的裂
专注下一代成长,为了孩子。
中科院博士研究生英语精读教材翻译及原文整理解读
第1课知识的悖论The Paradox of KnowledgeThe greatest achievement of humankind in its long evolution from ancient hominoid ancestors to its present status is the acquisition and accumulation of a vast body of knowledge about itself, the world, and the universe. The products of this knowledge are all those things that, in the aggregate, we call "civilization," including language, science, literature, art, all the physical mechanisms, instruments, and structures we use, and the physical infrastructures on which society relies. Most of us assume that in modern society knowledge of all kinds is continually increasing and the aggregation of new information into the corpus of our social or collective knowledge is steadily reducing the area of ignorance about ourselves, the world, and the universe. But continuing reminders of the numerous areas of our present ignorance invite a critical analysis of this assumption.In the popular view, intellectual evolution is similar to, although much more rapid than, somatic evolution. Biological evolution is often described by the statement that "ontogeny recapitulates phylogeny"--meaning that the individual embryo, in its development from a fertilized ovum into a human baby, passes through successive stages in which it resembles ancestral forms of the human species. The popular view is that humankind has progressed from a state of innocent ignorance, comparable to that of an infant, and gradually has acquired more and more knowledge, much as a child learns in passing through the several grades of the educational system. Implicit in this view is an assumption that phylogeny resembles ontogeny, so that there will ultimately be a stage in which the accumulation of knowledge is essentially complete, at least in specific fields, as if society had graduated with all the advanced degrees that signify mastery of important subjects.Such views have, in fact, been expressed by some eminent scientists. In 1894 the great American physicist Albert Michelson said in a talk at the University of Chicago:While it is never safe to affirm that the future of Physical Science has no marvels in store even more astonishing than those of the past, it seems probable that most of the grand underlying principles have been firmly established and that further advances are to be sought chiefly in the rigorous application of these principles to all the phenomena which come under our notice .... The future truths of Physical Science ate to be looked for in the sixth place of decimals.In the century since Michelson's talk, scientists have discovered much more than the refinement of measurements in the sixth decimal place, and none is willing to make a similar statement today. However, many still cling to the notion that such a state of knowledge remains a possibility to be attained sooner or later. Stephen Hawking, thegreat English scientist, in his immensely popular book A Brief History of Time (1988), concludes with the speculation that we may "discover a complete theory" that "would be the ultimate triumph of human reason--for then we would know the mind of God." Paul Davies, an Australian physicist, echoes that view by suggesting that the human mind may be able to grasp some of the secrets encompassed by the title of his book The Mind of God (1992). Other contemporary scientists write of "theories of everything," meaning theories that explain all observable physical phenomena, and Nobel Laureate Steven Weinberg, one of the founders of the current standard model of physical theory, writes of his Dreams of a Final Theory (1992).Despite the eminence and obvious yearning of these and many other contemporary scientists, there is nothing in the history of science to suggest that any addition of data or theories to the body of scientific knowledge will ever provide answers to all questions in any field. On the contrary, the history of science indicates that increasing knowledge brings awareness of new areas of ignorance and of new questions to be answered.Astronomy is the most ancient of the sciences, and its development is a model of other fields of knowledge. People have been observing the stars and other celestial bodies since the dawn of recorded history. As early as 3000 B.C. the Babylonians recognized a number of the constellations. In the sixth century B.C., Pythagoras proposed the notion of a spherical Earth and of a universe with objects in it chat moved in accordance with natural laws. Later Greek philosophers taught that the sky was a hollow globe surrounding the Earth, that it was supported on an axis running through the Earth, and chat stars were inlaid on its inner surface, which rotated westward daily. In the second century A.D., Ptolemy propounded a theory of a geocentric (Earth-centered) universe in which the sun, planets, and stars moved in circular orbits of cycles and epicycles around the Earth, although the Earth was not at the precise center of these orbits. While somewhat awkward, the Ptolemaic system could produce reasonably reliable predictions of planetary positions, which were, however, good for only a few years and which developed substantial discrepancies from actual observations over a long period of time. Nevertheless, since there was no evidence then apparent to astronomers that the Earth itself moves, the Ptolemaic system remained unchallenged for more than 13 centuries.In the sixteenth century Nocolaus Copernicus, who is said to have mastered all the knowledge of his day in mathematics, astronomy, medicine, and theology, became dissatisfied with the Ptolemaic system. He found that a heliocentric system was both mathematically possible and aesthetically more pleasing, and wrote a full exposition of his hypothesis, which was not published until 1543, shortly after his death. Early inthe seventeenth century, Johannes Kepler became imperial mathematician of the Holy Roman Empire upon the death of Tycho Brahe, and he acquired a collection of meticulous naked-eye observations of the positions of celestial bodies chat had been made by Brahe. On the basis of these data, Kepler calculated that both Ptolemy and Copernicus were in error in assuming chat planets traveled in circular orbits, and in 1609 he published a book demonstrating mathematically chat the planets travel around the sun in elliptical orbits. Kepler's laws of planetary motion are still regarded as basically valid.In the first decade of the seventeenth century Galileo Galilei learned of the invention of the telescope and began to build such instruments, becoming the first person to use a telescope for astronomical observations, and thus discovering craters on the moon, phases of Venus, and the satellites of Jupiter. His observations convinced him of the validity of the Copernican system and resulted in the well-known conflict between Galileo and church authorities. In January 1642 Galileo died, and in December of chat year Isaac Newton was born. Modern science derives largely from the work of these two men.Newton's contributions to science are numerous. He laid the foundations for modem physical optics, formulated the basic laws of motion and the law of universal gravitation, and devised the infinitesimal calculus. Newton's laws of motion and gravitation are still used for calculations of such matters as trajectories of spacecraft and satellites and orbits of planets. In 1846, relying on such calculations as a guide to observation, astronomers discovered the planet Neptune.While calculations based on Newton's laws are accurate, they are dismayingly complex when three or more bodies are involved. In 1915, Einstein announced his theory of general relativity, which led to a set of differential equations for planetary orbits identical to those based on Newtonian calculations, except for those relating to the planet Mercury. The elliptical orbit of Mercury rotates through the years, but so slowly that the change of position is less than one minute of arc each century. The equations of general relativity precisely accounted for this precession; Newtonian equations did not.Einstein's equations also explained the red shift in the light from distant stars and the deflection of starlight as it passed near the sun. However, Einstein assumed chat the universe was static, and, in order to permit a meaningful solution to the equations of relativity, in 1917 he added another term, called a "cosmological constant," to the equations. Although the existence and significance of a cosmological constant is still being debated, Einstein later declared chat this was a major mistake, as Edwin Hubble established in the 1920s chat the universe is expanding and galaxies are receding fromone another at a speed proportionate to their distance.Another important development in astronomy grew out of Newton's experimentation in optics, beginning with his demonstration chat sunlight could be broken up by a prism into a spectrum of different colors, which led to the science of spectroscopy. In the twentieth century, spectroscopy was applied to astronomy to gun information about the chemical and physical condition of celestial bodies chat was not disclosed by visual observation. In the 1920s, precise photographic photometry was introduced to astronomy and quantitative spectrochemical analysis became common. Also during the 1920s, scientists like Heisenberg, de Broglie, Schrodinger, and Dirac developed quantum mechanics, a branch of physics dealing with subatomic particles of matter and quanta of energy. Astronomers began to recognize that the properties of celestial bodies, including planets, could be well understood only in terms of physics, and the field began to be referred to as "astrophysics."These developments created an explosive expansion in our knowledge of astronomy. During the first five thousand years or more of observing the heavens, observation was confined to the narrow band of visible light. In the last half of this century astronomical observations have been made across the spectrum of electromagnetic radiation, including radio waves, infrared, ultraviolet, X-rays, and gamma rays, and from satellites beyond the atmosphere. It is no exaggeration to say chat since the end of World War II more astronomical data have been gathered than during all of the thousands of years of preceding human history.However, despite all improvements in instrumentation, increasing sophistication of analysis and calculation augmented by the massive power of computers, and the huge aggregation of data, or knowledge, we still cannot predict future movements of planets and other elements of even the solar system with a high degree of certainty. Ivars Peterson, a highly trained science writer and an editor of Science News, writes in his book Newton's Clock (1993) that a surprisingly subtle chaos pervades the solar system. He states:In one way or another the problem of the solar system's stability has fascinated and tormented asrtonomers and mathematicians for more than 200 years. Somewhat to the embarrassment of contemporary experts, it remains one of the most perplexing, unsolved issues in celestial mechanics. Each step toward resolving this and related questions has only exposed additional uncertainties and even deeper mysteries.Similar problems pervade astronomy. The two major theories of cosmology, general relativity and quantum mechanics, cannot be stated in the same mathematical language, and thus are inconsistent with one another, as the Ptolemaic and Copernicantheories were in the sixteenth century, although both contemporary theories continue to be used, but for different calculations. Oxford mathematician Roger Penrose, in The Emperors New Mind (1989), contends that this inconsistency requires a change in quantum theory to provide a new theory he calls "correct quantum gravity."Furthermore, the observations astronomers make with new technologies disclose a total mass in the universe that is less than about 10 percent of the total mass that mathematical calculations require the universe to contain on the basis of its observed rate of expansion. If the universe contains no more mass than we have been able to observe directly, then according to all current theories it should have expanded in the past, and be expanding now, much more rapidly than the rate actually observed. It is therefore believed that 90 percent or more of the mass in the universe is some sort of "dark matter" that has not yet been observed and the nature of which is unknown. Current theories favor either WIMPs (weakly interacting massive particles) or MACHOs (massive compact halo objects). Other similar mysteries abound and increase in number as our ability to observe improves.The progress of biological and life sciences has been similar to that of the physical sciences, except that it has occurred several centuries later. The theory of biological evolution first came to the attention of scientists with the publication of Darwin's Origin of Species in 1859. But Darwin lacked any explanation of the causes of variation and inheritance of characteristics. These were provided by Gregor Mendel, who laid the mathematical foundation of genetics with the publication of papers in 1865 and 1866.Medicine, according to Lewis Thomas, is the youngest science, having become truly scientific only in the 1930s. Recent and ongoing research has created uncertainty about even such basic concepts as when and how life begins and when death occurs, and we are spending billions in an attempt to learn how much it may be possible to know about human genetics. Modern medicine has demonstrably improved both our life expectancies and our health, and further improvements continue to be made as research progresses. But new questions arise even more rapidly than our research resources grow, as the host of problems related to the Human Genome Project illustrates.From even such an abbreviated and incomplete survey of science as this, it appears that increasing knowledge does not result in a commensurate decrease in ignorance, but, on the contrary, exposes new lacunae in our comprehension and confronts us with unforeseen questions disclosing areas of ignorance of which we were not previously aware.Thus the concept of science as an expanding body of knowledge that will eventually encompass or dispel all significant areas of ignorance is an illusion. Scientists and philosophers are now observing that it is naive to regard science as a process that begins with observations that are organized into theories and are then subsequently tested by experiments. The late Karl Popper, a leading philosopher of science, wrote in The Growth of Scientific Knowledge (1960) chat science starts from problems, not from observations, and chat every worthwhile new theory raises new problems. Thus there is no danger that science will come to an end because it has completed its task, clanks to the "infinity of our ignorance."At least since Thomas Kuhn published The Structure of Scientific Revolutions (1962), it has been generally recognized that observations are the result of theories (called paradigms by Kuhn and other philosophers), for without theories of relevance and irrelevance there would be no basis for determining what observations to make. Since no one can know everything, to be fully informed on any subject (a claim sometimes made by those in authority) is simply to reach a judgment that additional data are not important enough to be worth the trouble of securing or considering.To carry the analysis another step, it must be recognized that theories are the result of questions and questions are the product of perceived ignorance. Thus it is chat ignorance gives rise to inquiry chat produces knowledge, which, in turn, discloses new areas of ignorance. This is the paradox of knowledge: As knowledge increases so does ignorance, and ignorance may increase more than its related knowledge.My own metaphor to illustrate the relationship of knowledge and ignorance is based on a line from Matthew Arnold: "For we are here as on a darkling plain...." The dark chat surrounds us, chat, indeed, envelops our world, is ignorance. Knowledge is the illumination shed by whatever candles (or more technologically advanced light sources) we can provide. As we light more and more figurative candles, the area of illumination enlarges; but the area beyond illumination increases geometrically. We know chat there is much we don't know; but we cannot know how much there is chat we don't know. Thus knowledge is finite, but ignorance is infinite, and the finite cannot ever encompass the infinite.This is a revised version of an article originally published in COSMOS 1994. Copyright 1995 by Lee Loevinger.Lee Loevinger is a Washington lawyer and former assistant attorney general of the United States who writes frequently for scientific c publications. He has participated for many years as a member, co-chair, or liaison with the National Conference of Lawyers and Scientists, and he is a founder and former chair of the Science andTechnology Section of the American Bar Association. Office address: Hogan and Hartson, 555 Thirteenth St. NW, Washington, DC 20004.人类从古类人猿进化到当前的状态这个长久的进化过程中的最大成就是有关于人类自身、世界以及宇宙众多知识的获得和积聚。
柯林斯医疗:儿童颌梁裂开纠缠器操作手册说明书
Pediatric Mandibular Distractorwith anti-reverse mechanism Operative TechniqueOPERATIVE TECHNIQUEDevice DescriptionThe Pediatric Mandibular Distractor with anti-reversemechanism includes the following components:distractor, flexible and rigid removable activation rods,bone screws, small activation handle, activation keyand deactivation instrument. The Pediatric MandibularDistractor is supplied sterile.Important InformationThe materials contained in this booklet have beenprovided for general education information purposesonly. The information contained in this booklet cannotand should not replace the independent medicaljudgement of the treating physician.As a manufacturer, Stryker does not provide medicaladvice or services and does not recommend specifictechnique or instruction. It is always the responsibilityof the treating physician to determine the appropriatetreatment and technique, based on the physician‘smedical knowledge and the individual circumstancesof the particular case. It is also the treating phsyician‘ssole responsibility to inform the patient about potentialrisks, complications, and benefits of certain productsand procedures. 2 3OPERATIVE TECHNIQUESurgical ProcedureStep 1 Select and unpack the Pediatric Mandibular Distractor ●Select the appropriate distractor/footplate configurations.●Check the packaging for damage prior to use/surgery.●Peel back the outer blister lid.●Remove the blister inlay and transfer thedistraction device to the sterile field. ●Open the sterile blister inlay by lifting the middle tab.●Remove the distraction device from the blister inlay.●Check the distraction device for damage prior to use/surgery.●Check for proper functionality of the anti-reverse feature. See “How to activate and deactivate the anti-reverse feature” and “Proper activation of the anti-reverse feature”. a b●Push in the anti-reverse bar to activate this feature.–Distractor should now be unidirectional andcan move clockwise only.How to activate and deactivate the anti-reverse feature a 4OPERATIVE TECHNIQUE●Deactivate the anti-reverse bar by using only the deactivation instrument.–Distractor should now be bidirectional and can move both clockwise and counterclockwise.Check the functionality of the anti-reverse feature prior to implantation ofthe device.How to make sure that the anti-reverse feature is properly activated●Turn the activation rod a minimum of one turn in the clockwise direction and ensure visibly that the bar is properly sliding left and right inside the housing.If the sliding bar is not properly inside the housing and visibly moving left and right, the anti-reverse feature may not be properly activated.b 5OPERATIVE TECHNIQUE1 ●Activate the anti-reverse feature (push the bar into the housing ) and turn the distractor coupling end/activation rod clockwise at the same time. ●If after performing the above step the sliding bar continues to malfunction, discard and use a new device.1 2 ●Verify that the anti-reverse feature prevents backwards movement by turning the activation rod in the opposite or counterclockwise direction. You should feel resistance and not be able to turn counterclockwise.If resistance is not noticed, the anti-reverse feature may not be properly activated and may lead to device malfunction.●Activate the anti-reverse feature (push the bar into the housing ) and turn the distractor coupling end/activation rod clockwise at the same time. ●If after performing the above step the sliding bar continues malfunctioning, discard and use a new device.12Step 2 Plan the osteotomy site●Plan the approximate site of the osteotomy.●Determine the desired orientation of the distractor.2 6OPERATIVE TECHNIQUE Step 4Modify the distractor●Place the distractorin the intended area to assess the patient‘s anatomy and determine the approximate location of the distractor.●Cut, bend and manipulate the footplates, as needed.●Test the distractor by running it out to full extension before implantation.Prior to testing, if the anti-reverse feature was activated, please make sure to deactivate the anti-reverse feature.Step 3 Make an incision and expose the site ●Make an appropriate incision.●Elevate the periosteum to obtain access. 7OPERATIVE TECHNIQUEStep 5Fixate the distractor●Create osteotomies or separate the bone through desired techniques.A full osteotomy has to be performed prior to activating or initiating distractionof the device.●Attach the distractor to the mandible with 1.7mm self-drilling orself-tapping screws. 8OPERATIVE TECHNIQUEStep 6Connect the distractor with the activation rod ●Retract locking sleeve and insert activation rod to distractor frame coupling until an audible click verifiesa first connection.●Slide the locking sleeve forward until an audible second click verifies a secure final connection.Ensure that you practice sliding the locking sleeve forward before the operation to verify that the connectionis correct. 9OPERATIVE TECHNIQUEDistractionStep 1Inspect the distractor●Inspect the distractor and ensure the bone segment can be properly mobilized by the distractor by turning the activation rod.●Ensure that the distractor can be fully activated by turningthe activation rods.●To avoid excessive torque on the contralateral side, either:–Turn the rods simultaneously, or –Distract up to 1mm on each side at atime. 10OPERATIVE TECHNIQUE●If bending or malfunction occurs, identify the incision site and correct before closing.●If the distractor performs properly, return the distractor to the startingposition.If removal of the activation rod at the end of the distraction phase is planned, ensure that the activation rod incision is positioned so that an adequate amount of the outer sleeve is exposed. This is due to less exposure of the activation rod, as distraction occurs and the device moves further into the patient.When anti-reverse feature is activated resistance should be noticed in the counterclockwise direction. Do not apply excessive torque/forces when resistance is already noticed.Either the small activation handle or the activation keycan be used with the activation rod to perform distraction. 11OPERATIVE TECHNIQUEStep 2 Turn the small activation handle/activation key●Use professional judgement to determine the appropriate rate and distance of distraction. –The rhythm of distraction can vary under certain conditions.One full turn of the activation key clockwise (360°) achieves0.5mm of advancement.Step 4 Close the site●Close the incision.Step 3 Activate the anti-reverse feature●Activate the anti-reverse feature.●To activate the anti-reverse feature, please follow the instructions in “How to activate and deactivate the anti-reverse feature” and “How to make sure that the anti-reverse feature is properly activated”.12 12OPERATIVE TECHNIQUE●Upon completion of distraction, the surgeon can remove the activation rod. ●For removal secure the end of the activation rod where the small activation handle/activation key attaches and hold it in place.ConsolidationStep 1Remove the activation rod●While still holding the inner rod in place, grasp the outer plastic tube and pull back. ●An audible clicksignifies disconnection. The activation rod maynow be removed. 13OPERATIVE TECHNIQUE●The distractor is a temporary implant. The distractor should be removed when the surgeon determines sufficient bone consolidation.RemovalStep 1Remove the distractor 14Accessories62-00081Activation rod flexible, short 62-00082Activation rod flexible 62-02335Deactivation instrument 15Bone screwsNon-sterile; 5 per packSelf TappingSelf Drilling50-17904 1.7 x 4mm 50-17905 1.7 x 5mm 50-17906 1.7 x 6mm 16Self Tapping (Emergency)50-19007 1.9 x 7mm 50-19009 1.9 x 9mm60-13506 1.35 x 50mm, 6mm WL 60-14008 1.45 x 54mm, 8mm WL 60-13512 1.40 x 54mm, 12mm WL50-17900Marker, 1.7mm self-drilling screws 52-00003Screw length marker for 3mm 52-00004Screw length marker for 4mm 52-00005Screw length marker for 5mm 52-00006Screw length marker for 6mm 52-00007Screw length marker for 7mm 52-00008Screw length marker for 8mm 52-00009Screw length marker for 9mm 52-00010Screw length marker for 10mm 52-00012Screw length marker for 12mm 17Container/ module/ tray 29-1715129-1715229-1301829-1503129-15036Universal quarter-size accessory tray 29-15037Universal quarter-size silicone mat62-20285Screwdriver handle, metal 01-08110Plate holding forceps 36-00726Plate bending pliersManufactured by:Stryker Craniomaxillofacial Kalamazoo, MI 49002 (USA) t: +1 800 962 6558 f: +1 822 648 This document is intended solely for the use of healthcare professionals. A surgeon must always rely on his or her own professional clinical judgment when deciding whether to use a particular product when treating a particular patient. Stryker does not dispense medical advice and recommends that surgeons be trained in the use of any particular product before using it in surgery.The information presented is intended to demonstrate the breadth of Stryker‘s product offerings. A surgeon must always refer to the package insert, product label and/or instructions for use, including the instruc-tions for cleaning and sterilization (if applicable), before using any Stryker product. Products may not be available in all markets because product availability is subject to the regulatory and/or medical practices in individual markets. Please contact your Stryker representative if you have questions about the availability of Stryker products in your area.Stryker Corporation or its affiliates own, use, or have applied for the following trademarks or service marks: Stryker. All other trademarks are trademarks of their respective owners or holders.CMF-ST-1_Rev. None_18665 Copyright © 2018 StrykerStryker Craniomaxillofacial。
实现理想英语作文
To achieve ones ideal in an English composition,one must follow a structured approach that includes a clear introduction,body,and conclusion.Here are some steps and tips to help you craft a compelling essay:1.Define Your Ideal:Begin by clearly stating what your ideal is.This could be a personal goal,a dream career,or a vision for the future.2.Introduction:Start with an engaging opening sentence that captures the readers attention.Briefly introduce your ideal and its significance to you.3.Personal Connection:Explain why this ideal is important to you.Share personal anecdotes or experiences that have shaped your aspirations.4.Challenges and Obstacles:Discuss the challenges you have faced or anticipate facing in your pursuit of this ideal.This could include societal pressures,personal doubts,or practical barriers.5.Strategies for Overcoming Obstacles:Outline the strategies or steps you plan to take to overcome these obstacles.This could involve education,training,networking,or personal development.6.Supporting Evidence:Provide examples,facts,or quotes from experts to support your arguments.This adds credibility to your essay and strengthens your case.7.Personal Growth:Reflect on how pursuing this ideal has contributed to your personal growth.Discuss the skills you have developed,the lessons you have learned,and how you have changed as a person.8.Impact on Others:Consider the broader impact of achieving your ideal.How will it affect your family,community,or society as a whole?9.Conclusion:Summarize your main points and reiterate your commitment to achieving your ideal.End with a powerful statement or a call to action that leaves a lasting impression on the reader.10.Revision and Editing:After writing your first draft,revise and edit your composition for clarity,coherence,and grammatical accuracy.Ensure that your essay flows logically and that each paragraph contributes to the overall argument.11.Peer Review:If possible,have someone else read your essay and provide feedback.This can help you identify areas for improvement that you may have overlooked.12.Practice:Writing is a skill that improves with practice.Write regularly and experiment with different styles and structures to find what works best for you. Remember,the key to a successful English composition is to engage the reader,present a clear and compelling argument,and demonstrate a deep understanding of the subject matter.By following these steps,you can create an essay that not only articulates your ideal but also inspires others to pursue their own dreams.。
《仿生螳螂虾螺旋层状结构的强韧机制及其性能优化》范文
《仿生螳螂虾螺旋层状结构的强韧机制及其性能优化》篇一一、引言仿生学在近年来取得了巨大的进步,尤其是对于生物体的结构和功能的学习和模仿,已经在众多领域如工程、材料科学、医学等取得了广泛应用。
其中,螳螂虾的独特结构尤其引起了我们极大的兴趣。
本文旨在研究螳螂虾的螺旋层状结构及其强韧机制,并探讨其性能的优化策略。
二、螳螂虾的螺旋层状结构螳螂虾,作为一种海洋生物,其外壳具有独特的螺旋层状结构。
这种结构由多种不同材质的层状物质交替堆叠而成,每层都具有特定的功能。
其中,主要的组成部分是钙质甲壳素,这些物质通过独特的排列方式形成螺旋结构。
这种结构的存在不仅赋予了螳螂虾强大的保护性,还使其具有出色的抗冲击性能。
三、强韧机制分析螳螂虾的螺旋层状结构之所以具有强韧的特性,主要得益于其独特的结构和材料属性。
首先,这种螺旋结构具有优良的能量吸收能力,能够在受到冲击时通过结构的变形来吸收和分散能量。
其次,各层之间的相互作用也增强了整体结构的强度和韧性。
此外,这种结构还具有良好的自修复能力,能够在一定程度上修复由于外力作用而产生的损伤。
四、性能优化策略为了进一步提高螳螂虾螺旋层状结构的性能,我们可以借鉴仿生学的原理,采用多种策略进行优化。
首先,我们可以借鉴螳螂虾的螺旋结构,设计出具有类似结构的复合材料。
通过调整各层材料的性质和排列方式,可以优化材料的强度和韧性。
其次,我们可以利用纳米技术对材料进行改性,提高其自修复能力和耐久性。
此外,我们还可以通过引入其他生物体的优秀特性,如贝壳的珍珠层结构,进一步提高材料的性能。
五、应用前景仿生螳螂虾螺旋层状结构的强韧机制及其性能优化在多个领域具有广泛的应用前景。
在工程领域,这种结构可以用于制造具有高强度和韧性的复合材料,如航空航天器的外壳、高速列车的车体等。
在医学领域,这种结构可以用于制造生物相容性好的人工关节、牙科植入物等医疗器材。
此外,这种结构还可以用于制造具有自修复能力的智能材料,具有广泛的应用前景。
材料科学
已震破吐空的孢子殘骸。
基因專家系統的 偵測盒,約只有 成人拇指大小。 槽內利用超音波 鎮擊受測物質, 使細胞破裂釋出 DNA。檢樣中若 有病原體,其 DNA數量就會在 凸出的反應管中 放大而放出螢光。
人工肌肉
工研院「仿生材料技术 部」开发 微小电压使材料产生巨 大变形 将开发尿道人工括約肌
昆虫的特异功能
仿生——模仿生物的某些结构和功能来发明创造各种仪器设备, 这就是仿生。
长颈鹿
冷光
萤火虫
乌龟
一次可拍1329张的照相机
二元化武器
苍蝇
蝴蝶
雷达
宇航员的失重现象
甲虫
蝙蝠
薄壳建筑物
迷彩服
悉尼歌剧院
Artificial Spider silk
Silk properties: different kinds & their functions
但数千年來,人类卻靠剝削自然为基础而发明各种科技, 並开始卷入大自然反扑的漩渦。
仿生学是研究生物系统的结构和性质,为工程技术提供 新的设计思想及工作原理的科学。
仿生学的研究主要包括:力学仿生、分子仿生、能量仿生、 信息与控制仿生等。 仿生学的范围很广,信息与控制仿生是主要领域。一方面 由于自动化向智能控制发展的需要,另一方面是由于生物科 学已发展到这样一个阶段,使研究大脑已成为对神经科学最 大的挑战。人工智能和智能机器人研究是仿生学研究的主攻 方面。 由于生物系统的复杂性,搞清某种生物系统的机制需要 相当长的研究周期,而且解决实际问题需要多学科长时间地 密切协作,这是限制仿生学发展速度的主要原因。
近些年来,人们从天然生物的研究中得到启示, 天然的生物材料,如竹、木、骨骼、贝壳等,它 们虽然具有简单的组成,但是通过复杂结构的精 细组合,赋予这些生物材料具有非常好的综合性 能。因此,在材料的设计和研究中,引入了仿生 结构设计的思想 ,通过“简单组成、复杂结构” 的精细组合,来实现材料的高韧性、抗破坏及使 用可靠性特性。 陶瓷材料的仿生结构设计,从很大程度上改 善了陶瓷材料的脆性本质,为陶瓷材料的强韧化 提供了一条崭新的研究和设计思路。
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Patterning Barriers to Lateral Diffusion in Supported Lipid Bilayer Membranes by Blotting and StampingJennifer S.Hovis and Steven G.Boxer*Department of Chemistry,Stanford University,Stanford,California94305-5080Received August31,1999Two new methods are introduced for patterning fluid lipid bilayer membranes on solid supports.These methods are based on the observation that supported membranes undergo self-limiting lateral expansion when bilayer material is removed from the surface or when it is deposited in a pattern on a surface. Spatially selective(patterned)removal of bilayer material can be achieved by using a poly(dimethylsiloxane) (PDMS)stamp.Following slight lateral expansion into the bilayer-free region created by this blotting process,stable barriers to lateral diffusion are formed.Inspection of the barrier regions indicates that nearly all of the bilayer material is removed,implying that it has been transferred to the stamp.As a consequence,it also proves possible to transfer the lifted material from the stamp onto a fresh surface. The transferred material retains the original pattern from the stamp and is also laterally mobile,and the mobility is confined to the printed region.Alternatively,bilayers assembled on a PDMS stamp can be printed onto fresh surfaces.Together these methods constitute a simple and powerful approach for preparing patterned fluid bilayers in nearly any geometry.IntroductionThe ability to both functionalize and pattern surfaces is of widespread interest.Lipid bilayers on solid supports are especially challenging because they are two-dimen-sional fluids.When bilayers are assembled on glass supports,they are cushioned by a thin(10-20Å)layer of water1-3so that both leaflets retain the fluidity that is an essential feature of biological membranes.The result is that the components are continually mixing and are free to diffuse across the entire surface.Such supported membranes retain many of the physical properties of natural cell membranes,and they can interact with living cells if the necessary components are present.4,5Thus,the functionalization and patterning of fluid supported lipid bilayers have applications in the fabrication of biosensors,6 to achieve separations,7for fundamental studies of membrane biophysics,8,9and to construct an interface between hard surfaces and living cells.4,5Our lab has previously developed two methods to partition or corral regions of supported bilayers,allowing diffusive mixing within the corrals but preventing mixing between corralled regions.10-14The supported membrane can be partitioned by scratching the surface of a previously assembled continuous bilayer.10,13,14Scratches function as barriers to lateral diffusion by a combination of topographical and tribological interactions.14The second method involves patterning the properties of the solid support using photolithography or electron beam lithog-raphy before the membrane is assembled.11,12Depending on the chemical composition of the patterned material, lipids either do not assemble on the patterned regions or they assemble but are immobile.12In either case,the effect of patterning is to confine diffusive mixing to the corralled regions.Scratching is a simple method to apply,but it is not well controlled or entirely understood.Surface pat-terning requires the application of a second material to the surface,and the interaction of the lipids with the materials used is poorly understood.In both cases,the glass support must be chemically and/or physically altered. In the following we demonstrate that it is not necessary to alter the glass support to partition lipid bilayers,rather we can exploit the properties of the membrane itself to create barriers,in essence,from nothing.Lipids assemble into bilayers as a result of a balance of hydrophobic interactions,interfacial surface tension,and repulsive intermolecular interactions;the interaction between planar bilayers and oxide supports involves a balance of van der Waals,electrostatic,hydration,and steric forces. As a consequence of the subtle balance among these forces, supported lipid bilayers can expand only over a limited range on the surface.14,15In particular,Cremer and Boxer14 have shown that supported lipid bilayers made from egg phosphatidylcholine and formed by vesicle fusion on glass supports will expand to approximately106%of their original area after removal of bilayer material from part of the glass support by exposure to air.The106%expansion proceeds by fingering at the edge and was found to be independent of the initial amount of material.16Expansion does depend on pH:at high pH expansion is arrested, while at low pH it is initially quite rapid but then slows down over the course of a few minutes.The pH effect is*To whom correspondence may be addressed.E-mail:SBoxer@ .(1)Bayerl,T.M.;Bloom,M.Biophys.J.1990,58,357-362.(2)Johnson,S.J.;Bayerl,T.M.;McDermott,D.C.;Adam,G.W. Biophys.J.1991,59,289-294.(3)Koenig,B.W.;Kruger,S.;Orts,W.J.;Majkrzak,ngmuir 1996,12,1343-1350.(4)Sackmann,E.Science1996,271,43-47.(5)Brian,A.;McConnell,H.M.Proc.Natl.Acad.Sci.1984,81,6159-6163.(6)Song,X.D.;Swanson,ngmuir1999,15,4710-4712.(7)van Oudenaarden,A.;Boxer,S.G.Science1999,285,1046-1048.(8)Groves,J.T.;Boxer,S.G.;McConnell,H.M.Proc.Natl.Acad. Sci.1998,95,935-938.(9)Groves,J.T.;Boxer,S.G.;McConnell,H.M.Proc.Natl.Acad. Sci.1997,94,13390-13395.(10)Groves,J.T.;Boxer,S.G.Biophys.J.1995,69,1972-1975.(11)Groves,J.T.;Ulman,N.;Boxer,S.G.Science1997,275,651-653.(12)Groves,J.T.;Ulman,N.;Cremer,P.S.;Boxer,ngmuir1998,14,3347-3350.(13)Cremer,P.S.;Groves,J.T.;Kung,L.A.;Boxer,ngmuir 1999,15,3893-3896.(14)Cremer,P.S.;Boxer,S.G.J.Phys.Chem.B1999,103,2554-2559.(15)Radler,J.;Strey,H.;Sackmann,ngmuir1995,11,4539-4548.(16)We note that the106%expansion was seen for egg phosphati-dylcholine bilayers.It is likely that the exact amount of expansion varies with different lipid compositions.894Langmuir2000,16,894-89710.1021/la991175t CCC:$19.00©2000American Chemical SocietyPublished on Web01/04/2000likely related to the protonation state of the glass surface and the resulting water structure at the interface.Expansion is ultimately self-limiting because the lipids lose favorable interactions with each other.In this Letter we exploit this self-limiting lateral expansion by gently removing bilayer material using a patterned polymer stamp.Once material is removed,the remaining supported membrane expands laterally,but the expansion halts leaving an essentially free-standing but bounded,stable,and fluid region of bilayer material.Remarkably,it also proves possible to transfer the material that is removed onto a fresh surface,thereby stamping fluid bilayers in any desired pattern.Experimental SectionVesicles were prepared from egg phosphatidylcholine (egg PC)from Avanti Polar Lipids with 1mol %N -(Texas Red sulfonyl)-1,2-dihexandeconoyl-sn -glycero-3-phosphoethanolamine (Texas Red DHPE)from Molecular Probes.The preparation of supported lipid bilayer from vesicles has been outlined in detail else-where.10,14A Nikon E800fluorescence microscope equipped with a Photometrics Sensys CCD camera was used to image the bilayers.Electrophoresis within the membrane was performed using methods described previously 10and with Millipore water so that currents never exceeded 2µA producing a negligible amount of resistive heating.Poly(dimethylsiloxane)(PDMS)stamps were formed by curing Sylgard 184(Dow Corning)on silicon masters with patterned photoresist.The masters were created using Shipley 3612positive photoresist,1µm thick,on silicon wafers which were vapor primed with hexamethyldisilazane.The patterning was achieved using standard photolithographic techniques.Results and DiscussionThe underlying principle of our partitioning scheme is that supported membranes undergo self-limiting lateral expansion when bilayer material is removed from the surface.Thus,we need a method for selectively removing lipids from the surface or alternatively for selectively placing them on the glass support,creating bilayer regions and bilayer-free regions in a controlled manner.The two methods we chose to investigate in this Letter are illustrated schematically in Figure 1.They were inspired in part by previous nanofabrication work using print-ing 17-19and embossing.20In both cases a PDMS stamp is attached to a weight (<50g)and brought into contact with a surface under water.The weight was necessary to ensure contact with the glass support in the water environment;without the weight the PDMS stamp wouldfloat away.Because PDMS is hydrophobic,air bubbles would often form on the PDMS surface under water,and it was necessary to shake them off before bringing the PDMS into contact with the surface.In the first method,called blotting,a lipid bilayer is formed on a surface by the vesicle fusion method,and a patterned PDMS stamp is brought into contact with it.After the PDMS stamp is removed,an imprint of the pattern on the stamp is left behind.In the second method,called stamping,a PDMS stamp which has a lipid bilayer on its surface,either by blotting or by self-assembly directly on the stamp surface,is brought into contact with a glass slide.The lipid bilayer is then transferred from the raised pattern on the PDMS to the glass slide.Blotting .For all experiments shown in this Letter,the pH was such that spreading is expected to occur.14As a result it is necessary to chose the amount of material removed vs amount of material left such that after expansion a bilayer-free region remains.In all examples shown in this Letter the pattern on the PDMS is a square grid 1µm high;the width of the grid lines is 15µm and the lines are 215µm ing this stamp to blot a lipid bilayer should yield grid lines that are about 9µm wide and 221µm apart after the remaining bilayer has expanded 106%.21Figure 2a shows an epifluorescence image of a supported lipid bilayer after it was blotted for 10min in Millipore water.The image was taken approximately 30min after blotting,at which point the bilayer has essentially finished expanding into the region where the membrane was removed.A dark grid pattern is clearly visible in the image where the lipids have been removed,and the pattern was shown to be stable under water for at least 1week.The expansion of the bilayer is responsible for the ragged edges of the pattern,as the expansion front of a bilayer proceeds in fingerlike projections on glass surfaces.14,15,22The fluorescence intensity in the grid (dark)areas is very close to background levels,indicating that lipid material has been nearly completely removed from the grid area,that is,both leaflets of the bilayer appear to be removed.The grid lines are approximately 19µm wide rather than the expected 9µm.However,as one of the properties of PDMS is that it is deformable,it would not be surprising if the area of the PDMS in contact with the bilayer during blotting was larger than expected .To determine if this pattern functions as a barrier to lateral diffusion,we applied an electric field parallel to the plane of the bilayer.10,23Electrophoresis causes the negatively charged Texas Red-labeled lipids to be drawn toward the positive electrode,forming a gradient at steady state as they build up against the boundary of a patterned(17)Kumar,A.;Biebuyck,H.A.;Whitesides,ngmuir 1994,10,1498-1511.(18)Bernard,A.;Delamarche,E.;Schmid,H.;Michel,B.;Bosshard,H.R.;Biebuyck,ngmuir 1998,14,2225-2229.(19)James,C.D.;Davis,R.C.;Kam,L.;Craighead,H.G.;Isaacson,M.;Turner,J.N.;Shain,ngmuir 1998,14,741-744.(20)Wilkinson,C.D.W.;Curtis,A.S.G.;Crosson,J.J.Vac.Sci.Technol.,B 1998,16,3132-3136.(21)We used the same lipids as in ref 14;different lipid compositions may expand to a different extent.(22)At the edges of the pattern the top and bottom leaflets must connect in some fashion to keep the hydrophobic interior away from water.The organization of the bilayer at the edges is not known;however,it is reasonable to assume that an unfavorable line energy results.This line energy should cause an isolated square section of bilayer to reorganize into a circular shape.We have observed that square grid patterns created by blotting and printed squares retain their shape for extended periods of time,suggesting that such large-scale reorganization on the surface is prevented,possibly by pinning defects on the surface.(23)Stelzle,M.;Miehlich,R.;Sackmann,E.Biophys.J.1992,63,1346-1354.Figure 1.Schematic illustration of the two methods used to create patterned bilayer and bilayer-free regions on the surface.The left side illustrates the blotting method while the right side illustrates the stamping method.The supported membrane is shown schematically in cross section;no attempt is made to describe the edge of the bilayer adjacent to the barrier region as little is known at molecular dimensions.The bilayer is separated from the glass support by a 10-20Ålayer of water.Letters Langmuir,Vol.16,No.3,2000895region.Figure 2b shows the same area as Figure 2a after an electric field of 11V/cm and 1µA was applied for 65min.A concentration gradient of bright fluorescence is seen on the right side of each partitioned region demon-strating that the lipids are mobile within the square corrals but are confined.Upon removal of the field,the lipids relax back to uniformity;the electric field direction can be reversed and the gradient forms along the opposite side.Thus,it is seen that the bilayer-free regions created by removing lipids with the PDMS stamp serve as stable barriers to lateral diffusion.Fluorescence recovery afterphotobleaching (FRAP)experiments were also performed (data not shown),and these demonstrated recovery within the patterned regions but not across boundaries.An interesting situation arises at the outside borders of the blotted region.A stamp half the size of the bilayer-covered region was used,so that only half the bilayer area was patterned.Because the patterned areas at the borders were adjacent to a larger reservoir of material then those in the interior,as the bilayer expands the gaps closest to the edges should be and are erased.24This result means that all that is necessary to create barriers to diffusion is to remove enough material so that after the subsequent expansion the bilayer regions are left unconnected.Additionally,it is possible to erase all of the barriers to diffusion by incubating with vesicles,i.e.,adding material back in.After incubation the lipids are once again free to diffuse across the entire surface.Stamping .We have explored two different ways to “ink”the PDMS stamp.In the first method a supported lipid bilayer is blotted as described above;that is,a supported bilayer acts as an ink pad,and the material is transferred by stamping onto a fresh surface for several minutes.In the second method,vesicles are placed in contact with the PDMS leading to assembly of PDMS-supported mem-branes.This requires at least 1h for hydrophobic PDMS and 1-5min for hydrophilic (oxygen plasma treated)PDMS.Following assembly,the excess vesicles are shaken off,and the self-assembled material is stamped onto a fresh slide under water.We have performed preliminary FRAP and quantitative fluorimetry studies that suggest that either inking procedure leads to fluid bilayer assembly on the PDMS surface,that is,the lipids are not soaked up into the PDMS;these results will be discussed in a subsequent paper.Figure 3shows epifluorescence images of the material that is stamped using the first inking procedure and a grid pattern that is identical to that shown in Figure 2.The bright pattern of fluorescence corresponds to the region that was removed in Figure 2a,giving further evidence that the blotting method actually removes bilayer material.To test whether the transferred lipids are themselves assembled into a fluid bilayer,a region of the fluorescence just below the center (Figure 3a)was pho-tobleached.Figure 3b is the same region 46min later,and it is evident that much of the fluorescence in the bleached region has recovered.Close inspection indicates that recovery is not complete;we suspect that the removal and deposition processes as currently practiced leave some regions that are not fully covered,though sufficiently connected to permit long-range diffusion.The fluorescence level of the transferred lipids is approximately 60%that of the fluorescence level of the surface from which the lipids were removed;of the 40%lost approximately 10%was lost in the removal and 30%was lost in the stamping.Given that the lipids adsorb to the PDMS,it is interesting that they will transfer back to the glass surface.That the transfer is incomplete suggests that there is a competition for the lipids between the glass surface and the PDMS.We have done little to optimize this system,and variations in the methods,the stamp material,or the stamp topography may prove fruitful.What is clear is that the most complete transfer of lipids from PDMS to glass occurs when an oxygen plasma treated PDMS stamp that has been inked by vesicle fusion is used.(24)The number of barriers erased is a determined by a balance between the fractional expansion and the increased reservoir size that occurs every time a barrier is erased.This expansion does not occur indefinately.After less than a hour it terminates,resulting in the erasure of several barriers and leaving a much larger numberintact.Figure 2.(a)Epifluorescence image of a supported lipid bilayer after blotting for 10min in Millipore water with a PDMS stamp containing a grid pattern and waiting for 30min for self-limiting lateral expansion to occur into the regions where lipid was removed.The bright regions are fluorescence from Texas Red-labeled lipids;the dark grid pattern is where the bilayer has been removed.This pattern is indefinitely stable if the sample is kept under water.(b)Epifluorescence image taken after an electric field (11V/cm and 1µA)was applied parallel to the bilayer plane for 65min creating a steady-state gradient in the concentration of the negatively charged Texas Red-labeled lipid component.If the field was turned off,the gradient relaxed back to uniformity,and if the field direction was reversed,the gradient formed against the left boundaries in each corralled region.The dimensions of both images are 480µm ×470µm.896Langmuir,Vol.16,No.3,2000LettersWe note in passing that there is an inversion of the membrane leaflet that is in contact with the receiving surface in these two inking methods.In the first method,the side of the supported membrane originally in contact with the glass remains in contact after transfer and printing.In the second method,where the assembly is initially on the PDMS surface,the transfer should place the side that is in contact with the bulk solution when on PDMS in closest contact with the receiving glass surface.This may prove useful for inverting the orientation of self-assembled systems.Patterns formed by stamping could also be erased by incubating with vesicles as was the case for patterns formed by blotting.The addition of more material to a surface that is clean except in the patterned region is another demonstration that the patterns are maintained by the self-limiting lateral expansion of supported lipid bilayers.ConclusionsWe have demonstrated a new method for partitioning supported lipid bilayers that exploits self-limiting lateral expansion into regions from which bilayer is selectively removed.The barriers so created are intrinsic to the physical properties of the supported membrane itself,not to any alteration of the physical or chemical properties of the surface,in contrast to earlier approaches.For example,it is then possible to fill in the gaps between adjacent bilayer regions with other materials such as proteins.25It is interesting that PDMS appears to pick up both layers of the supported membrane;presumably a single mono-layer exposed to water would be unstable.Remarkably,it appears that this fragile structure can be transferred intact to another surface.The details of this process need to be investigated further.This methodology is a simple extension of PDMS stamping methods that have been applied in other areas.Therefore it should be possible to use the bilayer blotting and stamping methodology in combination with some of those methods or with secondary photolithography to further control the lateral composition of fluid bilayer membranes on solid supports.Finally,by stamping bilayers of defined areas into regions that are partitioned with permanent barriers 11and then filling in the remaining unstamped area with vesicles followed by lateral mixing within the regions defined by the permanent barrier,it is possible to create membrane arrays of variable composition.26Acknowledgment.The authors thank Caroline Ajo for technical advice and many helpful conversations and Dr.Alexander van Oudenaarden for assistance with making the silicon masters.This work is supported in part by a grant from the NSF Biophysics Program and by the MRSEC Program of the NSF under Award DMR-9808677.The Stanford Nanofabrication Facility (SNF)is gratefully acknowledged for support in fabrication.LA991175T(25)In this way,structures with much greater complexity can be built up.Kung,L.A.;Hovis,J.S.;Boxer,S.G.To be submitted for publication.(26)Hovis,J.S.;Boxer,S.G.To be submitted forpublication.Figure 3.(a)Epifluorescence image of a grid pattern formed by stamping.A sample like that in Figure 2a was blotted with a PDMS stamp,and the material that lifted off the surface onto the stamp was then transferred onto a fresh glass surface.The bright lines correspond to a high level of fluorescence that was transferred from the bilayer that was used to ink the stamp.A region of the vertical grid line just below the center of the figure was photobleached,and the image shown was obtained immediately after photobleaching.(b)Epifluorescence image taken 46min after photobleaching showing partial recovery of the bleach as a result of lateral diffusion within the printed line.The dimensions of both images are 480µm ×470µm.Letters Langmuir,Vol.16,No.3,2000897。