Nanofabrication and diffractive optics for high-resolution x-ray applications_2000

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新型红外探测器件采用全新工作机制

新型红外探测器件采用全新工作机制

Information Briefing I业界动态2019年2月7日,Nano Letters发布了清华大学刘泽文教授和北京交通大学邓涛副教授联合团队的研究论文----Three-DimensionalGraphene Field-Effect Transistors as HighPerformance Photodetectors.(DOI:10.1021/acs.nanolett.8b04099),介绍了-种自卷曲方法,可以将2D埋栅式GFET转化为3D微管式GFET,町用作光电传感器实现从紫外光(325nm)到太赫兹(119pm)区域超高灵敏度、超快探测。

其高光响应率、宽光谱范围和高速度的结合将为3D石墨烯光电器件和系统带来新的机遇,对整个二维材料研究领域,包括二硫化钮、黑磷等其他类石墨烯2D晶体材料都具有重要意义。

研究人员利用氮化硅应力层驱动2D GFET自卷曲为微管式3DGFET结构,首次制造出了卷曲层数(1〜5)和半径(30pm〜65pm)精确可控的3D GFET 器件阵列。

由于管状谐振微腔内的光场增强和光-石墨烯相互作用面积增大,所得到的3D场效应管的光响应率得到显著提高,工作波长范围从紫外光到太赫兹,在紫外光至可见光区域的响应度可达1A/W以上,在太赫兹区域高达2019年2月5日,PNAS在线发表了华中师范大学孙耀、李海兵和杨光富团队与美国犹他大学Peter J. Stang合作研发的-种新纳米探针(Rhomboidal Pt(II)metallacycle-based NIR-II theranostic nanoprobe for tumor diagnosis and image-guided therapy, DOI:10.1073/pnas.l817021116),用于肿瘤诊疗与抗肿瘤药物效果评估。

研究设计合成了一种组织穿透能力强的新型近红外二区荧光分子SY1100(发射波长为1100nm),同时还设计合成了一种具有显著抗肿瘤活性和高度体内稳定性的大环钳化合物,进而采用基于DSPE-mPEG5000的脂质体包覆技术,制备得到了首例基于大环Pt结构的近红外二区诊疗-体化纳米探针。

半导体方向英文普刊

半导体方向英文普刊

半导体方向英文普刊Semiconductor technology has been at the forefront of innovation and technological advancement for decades. As the world continues to rely heavily on electronic devices and digital technologies, the semiconductor industry has become increasingly crucial in shaping the future of various industries. One of the key aspects of this industry is the dissemination of knowledge and research through academic and industry publications.The semiconductor direction English publication serves as a vital platform for researchers, engineers, and industry professionals to share their findings, explore new frontiers, and stay informed about the latest developments in the field. These publications play a crucial role in driving the progress of semiconductor technology, fostering collaboration, and advancing the overall understanding of this complex and rapidly evolving field.One of the primary objectives of semiconductor direction English publications is to provide a comprehensive and up-to-date overview of the current state of the industry. These publications cover a widerange of topics, including materials science, device design, fabrication processes, circuit design, and system-level integration. By showcasing the latest research and innovations, these publications help to shape the direction of the semiconductor industry and inspire further advancements.Moreover, semiconductor direction English publications serve as a platform for the exchange of ideas and the dissemination of knowledge. Researchers and engineers from around the world contribute their research findings, case studies, and innovative solutions to these publications, allowing for the cross-pollination of ideas and the identification of emerging trends. This collaborative approach is essential in driving the semiconductor industry forward, as it enables the sharing of best practices, the identification of challenges, and the exploration of new avenues for exploration and development.One of the key strengths of semiconductor direction English publications is their ability to provide a global perspective on the industry. These publications often feature articles and research from diverse geographical regions, allowing readers to gain insights into the different approaches, challenges, and successes experienced in various parts of the world. This global outlook is particularly valuable in an industry that is inherently international, with supply chains, manufacturing facilities, and research centers spread across theglobe.In addition to disseminating research and technical knowledge, semiconductor direction English publications also play a crucial role in shaping the future of the industry. These publications often feature thought-leadership articles, industry analyses, and strategic insights that help to inform decision-makers, policymakers, and industry stakeholders. By providing a platform for the discussion of emerging trends, disruptive technologies, and long-term industry prospects, these publications contribute to the strategic planning and decision-making processes within the semiconductor industry.One of the key challenges facing the semiconductor direction English publication landscape is the rapid pace of technological change. The semiconductor industry is characterized by constant innovation, with new materials, device architectures, and manufacturing processes emerging at a breakneck pace. Keeping up with these advancements and ensuring the timely dissemination of relevant and accurate information is a significant challenge for these publications.To address this challenge, semiconductor direction English publications have had to adapt and evolve their editorial and publishing strategies. This has often involved the adoption of digital platforms, the use of data analytics to identify emerging trends, and the development of specialized content streams to cater to thediverse needs of their readership. Additionally, these publications have had to maintain a strong focus on quality, accuracy, and relevance, ensuring that the information they provide is both cutting-edge and reliable.Another challenge facing semiconductor direction English publications is the need to balance the technical depth and rigor required by the industry with the need to communicate complex concepts in an accessible and engaging manner. Semiconductor technology is inherently complex, with a high degree of technical jargon and specialized knowledge. Translating this technical information into a format that is understandable and relevant to a broad audience of industry professionals, researchers, and policymakers is a significant challenge that these publications must navigate.To address this challenge, semiconductor direction English publications have had to develop innovative editorial strategies, such as the use of visual aids, case studies, and industry-specific language guides. They have also had to cultivate a pool of highly skilled writers and editors who are capable of translating complex technical concepts into clear and compelling narratives.Despite these challenges, semiconductor direction English publications continue to play a vital role in the advancement of thesemiconductor industry. By providing a platform for the dissemination of knowledge, the exchange of ideas, and the exploration of emerging trends, these publications have become essential resources for industry professionals, researchers, and policymakers alike.Looking to the future, it is clear that the importance of semiconductor direction English publications will only continue to grow. As the semiconductor industry continues to evolve and shape the technological landscape, the need for high-quality, authoritative, and forward-looking publications will become increasingly critical. These publications will be called upon to not only report on the latest developments, but also to provide strategic insights, thought leadership, and a global perspective on the industry's trajectory.In conclusion, semiconductor direction English publications are essential components of the semiconductor industry, serving as vital platforms for the dissemination of knowledge, the exchange of ideas, and the exploration of emerging trends. Despite the challenges posed by the rapid pace of technological change and the need to balance technical depth with accessibility, these publications continue to play a crucial role in driving the progress of the semiconductor industry and shaping its future direction. As the world becomes increasingly reliant on electronic devices and digital technologies, the importance of these publications will only continueto grow, making them indispensable resources for industry professionals, researchers, and policymakers alike.。

Advances in Nonlinear Optics and Optical Materials

Advances in Nonlinear Optics and Optical Materials

Advances in Nonlinear Optics andOptical Materials光学一直是人类研究的热点,而非线性光学和光学材料的研究,更是在过去几十年里取得了突破性进展。

本文将介绍非线性光学和光学材料的概念,以及这一领域的最新研究成果。

一、非线性光学简介光学中的非线性效应指的是光场与介质相互作用时不遵守线性叠加原理的现象。

线性叠加原理是指,当光场通过介质时,其对介质的影响是根据光场的强度线性累加的。

而当光场强度较强时,介质则会表现出非线性效应。

这些非线性效应包括但不限于频率倍增、光学相位调制、自聚焦和自差频等。

其中最常见的是频率倍增,即将一个光波的频率变为原来的两倍。

当光束穿过非线性介质时,光子会相互作用,导致一部分能量转移到其倍频。

通过这种方式,可以将低功率光转换为高功率光,从而提高光学通信、材料加工、激光制备等应用的效率。

二、非线性光学的研究进展目前,非线性光学的研究主要集中在三个方面:材料、耦合效应和应用。

1. 材料目前最常用的非线性光学材料是铌酸锂、锶钡钠酸等。

这些材料不仅具有高非线性响应、较高的转换效率和优异的光学稳定性,同时也具有宽波动带宽、稳定的热性能和较低的杂散辐射。

近年来,有学者通过材料工程技术制备出一系列具有各自特点的新型非线性光学材料,例如二氧化硅、氧化锌、氧化钛等。

2. 耦合效应非线性光学研究还探索了不同材料之间的复杂相互作用。

例如,液晶分子在外加电场的影响下可以改变其导电率和非线性响应,从而实现光学调制。

纳米颗粒也可以通过表面等离子体共振来增强非线性响应。

另外,通过将非线性材料与光学共振器相结合,也可以实现极化子激元的产生和控制。

3. 应用非线性光学的研究已经为许多应用提供了新的机会。

例如,高功率激光技术已经成为精密加工的重要工具。

利用非线性效应可以实现高能量激光的自聚焦和自瞄准,从而在加工材料时实现精准控制。

此外,非线性光学还广泛应用于光通信技术、生命科学和环境监测等领域。

基于绝缘体上硅脊型纳米线光波导方向耦合器的TE_TM偏振分束器

基于绝缘体上硅脊型纳米线光波导方向耦合器的TE_TM偏振分束器

47, 051301 (2010) ©2010 中国激光杂志社doi: 10.3788/lop47.051301基于绝缘体上硅脊型纳米线光波导方向耦合器的TE/TM偏振分束器王剑威戴道锌时尧成杨柳(浙江大学现代光学仪器国家重点实验室光及电磁波研究中心,浙江 杭州 310058)摘要利用有限元方法和时域有限差分方法,优化设计了一种结构紧凑的基于绝缘体上硅脊型纳米线光波导方向耦合器的TE/TM偏振分束器。

考虑到方向耦合器的波导间隙较小时制作工艺较为困难,且模式失配会引入一些损耗,因此波导间隙取约100 nm较为合适。

通过优化脊型纳米线光波导的几何尺寸(脊高和脊宽)、耦合区波导间隙,使得偏振分束器长度最短。

数值计算结果表明经过优化的偏振分束器最短长度大约为17.3 µm,偏振分束器的消光比大于15 dB时,波导宽度制作容差为-20~10 nm,带宽约为50 nm。

关键词集成光学;偏振分束器;方向耦合器;绝缘体上硅中图分类号 O436 OCIS 130.5440 230.1360 文献标识码 ADesign of Compact TE/TM Polarization Beam Splitter Based on Silicon-on-Insulator Ridge Nanowire Directional Coupler Wang Jianwei Dai Daoxin Shi Yaocheng Yang Liu(Centre of Optical and Electromagnetic Research, State Key Laboratory for Modern Optical Instrumentation, ZhejiangUniversity, Hangzhou, Zhejiang 310058, China)Abstract A compact TE/TM polarization beam splitter (PBS) based on a silicon-on-insulator (SOI) ridge nanowire directional coupler is designed and optimized by using a finite-element method (FEM) and a finite difference time domain (FDTD) method. Considering the fabrication precision and the mode mismatching loss in a directional coupler, a gap width about 100 nm is chosen. The ridge height, the ridge width and the gap of two parallel nanowires are optimized to have the shortest length for the polarization splitter. The numerical simulations show that the optimized PBS has a short length of about 17.3 µm, and the waveguide width has a fabrication tolerance of about-20~10 nm, and the bandwidth is about 50 nm when the extinction ratios for both polarizations are larger than 15 dB.Key words integrated optics; polarization beam splitter; directional coupler; silicon-on-insulator1 引言近年来,基于绝缘体上硅(SOI)材料的硅纳米线光波导已成为集成光学领域的研究热点。

一种纳米植物纤维理分固态电池的制备方法

一种纳米植物纤维理分固态电池的制备方法

一种纳米植物纤维理分固态电池的制备方法
纳米植物纤维是一种具有优异性能的纳米材料,其在固态电池领域具有广泛的应用前景。

本文将介绍一种纳米植物纤维理分固态电池的制备方法。

我们需要准备一定量的纳米植物纤维,这些纳米植物纤维可以通过植物纤维的机械处理,如高压纤维化、超声波处理等方法获得。

在处理过程中,需要注意避免使用可能对环境造成污染的溶剂和化学品。

将获得的纳米植物纤维进行表面修饰。

这一步骤可以通过利用化学修饰剂或物理方法,如等离子体处理等,使纳米植物纤维表面具有更好的导电性和化学稳定性。

将修饰后的纳米植物纤维与合适的电解质相混合,电解质可以选择具有高离子传导性和化学稳定性的材料,如聚合物电解质或无机电解质。

混合过程中需要注意均匀搅拌,以确保纳米植物纤维和电解质能够充分接触。

将混合后的材料放置在特定的模具中,并施加适当的压力。

这将使纳米植物纤维与电解质形成紧密结合的固态电池结构。

压力的大小可以根据实际需要进行调整,以获得更好的电池性能。

将制备好的纳米植物纤维理分固态电池进行热处理,热处理过程中,需要控制好温度和时间,以促进纳米植物纤维和电解质之间的交互作用,进一步提高电池性能。

纳米植物纤维理分固态电池的制备方法包括纳米植物纤维的制
备、表面修饰、与电解质的混合、施加压力和热处理等步骤。

这种方法可以用于制备高性能的固态电池,具有应用前景广阔。

全球材料类SCI收录期刊影响因子排名投稿必备

全球材料类SCI收录期刊影响因子排名投稿必备

全球材料类S C I收录期刊影响因子排名投稿必备Standardization of sany group #QS8QHH-HHGX8Q8-GNHHJ8-HHMHGN#全球材料类SCI收录期刊影响因子排名期刊英文名中文名影响因子Nature自然Science科学Nature Material自然(材料)Nature Nanotechnology自然(纳米技术)Progress in Materials Science材料科学进展Nature Physics自然(物理)Progress in Polymer Science聚合物科学进展Surface Science Reports表面科学报告Materials Science & Engineering R-reports材料科学与工程报告Angewandte Chemie-International Edition应用化学国际版Nano Letters纳米快报Advanced Materials先进材料Journal of the American Chemical Society美国化学会志Annual Review of Materials Research材料研究年度评论Physical Review Letters物理评论快报Advanced Functional Materials先进功能材料Advances in Polymer Science聚合物科学发展Biomaterials生物材料Small微观?Progress in Surface Science表面科学进展Chemical Communications化学通信MRS Bulletin材料研究学会(美国)公告Chemistry of Materials材料化学Advances in Catalysis先进催化Journal of Materials Chemistry材料化学杂志Carbon碳Crystal Growth & Design晶体生长与设计Electrochemistry Communications电化学通讯The Journal of Physical Chemistry B物理化学杂志,B辑:材料、表面、界面与生物物理Inorganic Chemistry有机化学Langmuir朗缪尔Physical Chemistry Chemical Physics物理化学International Journal of Plasticity塑性国际杂志Acta Materialia材料学报Applied Physics Letters应用物理快报Journal of power sources电源技术Journal of the Mechanics and Physics of Solids固体力学与固体物理学杂志International Materials Reviews国际材料评论Nanotechnology纳米技术Journal of Applied Crystallography应用结晶学Microscopy and MicroanalysisCurrent Opinion in Solid State & Materials Science固态和材料科学的动态Scripta Materialia材料快报The Journal of Physical Chemistry A物理化学杂志,A辑Biometals生物金属Ultramicroscopy超显微术Microporous and Mesoporous Materials多孔和类孔材料Composites Science and Technology复合材料科学与技术Current Nanoscience当代纳米科学Journal of the Electrochemical Society电化学界Solid State Ionics固体离子IEEE Journal of Quantum ElectronicsIEEE量子电子学杂志Mechanics of Materials材料力学Journal of nanoparticle research纳米颗粒研究CORROSION SCIENCE腐蚀科学Journal of Applied Physics应用物理杂志Journal of Biomaterials Science-Polymer Edition生物材料科学—聚合物版IEEE Transactions on NanotechnologyIEEE 纳米学报Progress in Crystal Growth and Characterization of Materials晶体生长和材料表征进展Journal of Physics D-Applied Physics物理杂志D——应用物理Journal of the American Ceramic Society美国陶瓷学会杂志Diamond and Related Materials金刚石及相关材料Journal of Chemical & Engineering Data化学和工程资料杂志Intermetallics金属间化合物Electrochemical and Solid State Letters固体电化学快报Synthetic Metals合成金属Composites Part A-Applied Science and Manufacturing复合材料 A应用科学与制备Journal of Nanoscience and Nanotechnology纳米科学和纳米技术Journal of Solid State Chemistry固体化学Journal of Physics: Condensed Matter物理学学报:凝聚态物质Urnal of Bioactive and Compatible Polymer生物活性与兼容性聚合物杂志International Journal of Heat and Mass Transfer传热与传质Applied Physics A-Materials Science & Processing应用物理A-材料科学和进展Thin Solid Films固体薄膜Surface & Coatings Technology表面与涂层技术Materials Science & Engineering C-Biomimetic and Supramolecular Systems材料科学与工程C—仿生与超分子系统Materials Research Bulletin材料研究公告International Journal of Solids and Structures固体与结构Materials Science and Engineering A-Structural Materials Properties Microst材料科学和工程A—结构材料的性能、组织与加工Materials Chemistry and Physics材料化学与物理Powder Technology粉末技术Materials Letters材料快报Journal of Materials Research材料研究杂志Smart Materials & Structures智能材料与结构Solid State Sciences固体科学Polymer Testing聚合物测试Nanoscale Research Letters纳米研究快报Surface Science表面科学Optical Materials光学材料International Journal of Thermal Sciences热科学Thermochimica Acta热化学学报Journal of Biomaterials Applications生物材料应用杂志Journal of Thermal Analysis andJournal of Solid State Electrochemistry固体电化学杂志Journal of the European Ceramic Society欧洲陶瓷学会杂志Materials Science and Engineering B-Solid State Materials for Advanced Tech材料科学与工程B—先进技术用固体材料Applied Surface Science应用表面科学European Physical Journal B欧洲物理杂志Solid State Communications固体物理通信International Journal of Fatigue疲劳国际杂志Computational Materials Science计算材料科学Cement and Concrete Research水泥与混凝土研究Philosophical Magazine Letters哲学杂志(包括材料)Current Applied Physics当代应用物理Journal of Alloys and Compounds合金和化合物杂志Wear磨损Journal of Materials Science-Materials in Medicine材料科学杂志—医用材料Advanced Engineering Materials先进工程材料Journal of Nuclear Materials核材料杂志International Journal of Applied Ceramic Technology应用陶瓷技术Chemical Vapor Deposition化学气相沉积COMPOSITES PART B-ENGINEERING复合材料B工程Composite Structures复合材料结构Journal of Non-crystalline Solids非晶固体杂志Journal of Vacuum Science & Technology B真空科学与技术杂志Semiconductor Science and Technology半导体科学与技术Journal of SOL-GEL Science and TEchnology溶胶凝胶科学与技术杂志Science and Technology of Welding and Joining焊接科学与技术Metallurgical and Materials Transactions A-Physical Metallurgy and Material冶金与材料会刊A——物理冶金和材料Modelling and Simulation in Materials Science and Engineering材料科学与工程中的建模与模拟Philosophical Magazine A-Physics of Condensed Matter Structure Defects and Mechanical Properties哲学杂志A凝聚态物质结构缺陷和机械性能物理Philosophical Magazine哲学杂志Ceamics International国际陶瓷Oxidation of Metals材料氧化Modern Physics Letters A现代物理快报Cement & Concrete Composites水泥与混凝土复合材料Journal of Intelligent Material Systems and Structures智能材料系统与结构Journal of Magnetism and Magnetic Materials磁学与磁性材料杂志Journal of Electronic Materials电子材料杂志Surface and Interface Analysis表面与界面分析Science and Technology of AdvancedJournal of Computational and Theoretical Nanoscience计算与理论纳米科学IEEE TRANSACTIONS ON ADVANCED PACKAGINGIEEE高级封装会刊Materials Characterization材料表征International Journal of Refractory Metals & Hard Materials耐火金属和硬质材料国际杂志Physica Status solidi A-Applied Research固态物理A——应用研究PHASE TRANSITIONS相变Journal of Thermal Spray Technology热喷涂技术杂志International Journal of Nanotechnology纳米工程Journal of Materials Science材料科学杂志Journal of Vacuum Science & Technology A-VACUUM Surfaces and Films真空科学与技术A真空表面和薄膜PHYSICA STATUS SOLIDI B-BASIC RESEARCH固态物理B—基础研究MATERIALS SCIENCE IN SEMICONDUCTOR PROCESSING半导体加工的材料科学International Journal of Fracture断裂学报Journal of Materials Processing Technology材料加工技术杂志Metals and Materials International国际金属及材料IEEE TRANSACTIONS ON MAGNETICSIEEE磁学会刊Vacuum真空Journal of Applied Electrochemistry应用电化学Materials & Design材料与设计JOURNAL OF PHYSICS AND CHEMISTRY OF SOLIDS固体物理与化学杂志Journal of Experimental Nanoscience实验纳米科学POLYMER COMPOSITES聚合物复合材料Journal of Materials Science-Materials in Electronics材料科学杂志—电子材料Journal of Composite Materials复合材料杂志Journal of the Ceramic Society of Japan日本陶瓷学会杂志JOURNAL OF ELECTROCERAMICS电子陶瓷杂志ADVANCES IN POLYMER TECHNOLOGY聚合物技术发展IEEE TRANSACTIONS ON COMPONENTS AND PACKAGING TECHNOLOGIESIEEE元件及封装技术会刊Journal of Porous Materials多孔材料IEEE TRANSACTIONS ON SEMICONDUCTOR MANUFACTURINGIEEE半导体制造会刊CONSTRUCTION AND BUILDING MATERIALS结构与建筑材料Journal of Engineering Materials and Technology-Transactions of The ASME工程材料与技术杂志—美国机械工程师学会会刊FATIGUE & FRACTURE OF ENGINEERING MATERIALS & STRUCTURES工程材料与结构的疲劳与断裂IEEE TRANSACTIONS ON APPLIED SUPERCONDUCTIVITYIEEE应用超导性会刊ACI STRUCTURAL JOURNAL美国混凝土学会结构杂志Materials Science and Technology材料科学与技术Materials and Structures材料与结构Reviews on Advanced Materials Science先进材料科学评论International Journal of Thermophysics热物理学国际杂志JOURNAL OF ADHESION SCIENCE AND TECHNOLOGY粘着科学与技术杂志Journal of Materials Science & Technology材料科学与技术杂志High Performance Polymers高性能聚合物BULLETIN OF MATERIALS SCIENCE材料科学公告Mechanics of Advanced Materials and Structures先进材料结构和力学PHYSICA B物理EUROPEAN PHYSICAL JOURNAL-APPLIED PHYSICS欧洲物理杂志—应用物理CORROSION腐蚀International Journal of Materials Research材料研究杂志JOURNAL OF NONDESTRUCTIVE EVALUATION无损检测杂志METALLURGICAL AND MATERIALS TRANSACTIONS B-PROCESS METALLURGY ANDMATERIALS冶金和材料会刊B—制备冶金和材料制备科学Materials Transactions材料会刊Aerospace Science and Technology航空科学技术Journal of Energetic Materials金属学杂志Advanced Powder Technology先进粉末技术Applied Composite Materials应用复合材料Advances in Applied Ceramics先进应用陶瓷Materials and Manufacturing Processes材料与制造工艺Composite Interfaces复合材料界面JOURNAL OF ADHESION粘着杂志INTERNATIONAL JOURNAL OF THEORETICAL PHYSICS理论物理国际杂志JOURNAL OF NEW MATERIALS FOR ELECTROCHEMICAL SYSTEMS电化学系统新材料杂志Journal of Thermophysics and Heat Transfer热物理与热传递Materials and Corrosion-Werkstoffe Und Korrosion材料与腐蚀RESEARCH IN NONDESTRUCTIVE EVALUATION无损检测研究JOURNAL OF COMPUTER-AIDED MATERIALS DESIGN计算机辅助材料设计杂志JOURNAL OF REINFORCED PLASTICS AND COMPOSITES增强塑料和复合材料杂志ACI MATERIALS JOURNAL美国混凝土学会材料杂志SEMICONDUCTORS半导体FERROELECTRICS铁电材料INTERNATIONAL JOURNAL OF MODERN PHYSICS B现代物理国际杂志MATERIALS RESEARCH INNOVATIONS材料研究创新GLASS TECHNOLOGY -PART A玻璃技术JOURNAL OF MATERIALS IN CIVIL ENGINEERING土木工程材料杂志NEW DIAMOND AND FRONTIER CARBON TECHNOLOGY新型金刚石和前沿碳技术SCIENCE IN CHINA SERIES E-TECHNOLOGICAL SCIENCES中国科学E技术科学ATOMIZATION AND SPRAYS雾化和喷涂SYNTHESE合成HIGH TEMPERATURE高温Journal of Phase Equilibria and Diffusion相平衡与扩散INORGANIC MATERIALS无机材料MECHANICS OF COMPOSITE MATERIALS复合材料力学BIO-MEDICAL MATERIALS AND ENGINEERING生物医用材料与工程PHYSICS AND CHEMISTRY OF GLASSES玻璃物理与化学JOURNAL OF WUHAN UNIVERSITY OF TECHNOLOGY-MATERIALS SCIENCE EDITION 武汉理工大学学报-材料科学版ADVANCED COMPOSITE MATERIALS先进复合材料Journal of Materials Engineering and Performance材料工程与性能杂志Solid State Technology固体物理技术FERROELECTRICS LETTERS SECTION铁电材料快报JOURNAL OF POLYMER MATERIALS聚合物材料杂志JOURNAL OF INORGANIC MATERIALS无机材料杂志GLASS SCIENCE AND TECHNOLOGY-GLASTECHNISCHE BERICHTE玻璃科学与技术POLYMERS & POLYMER COMPOSITES聚合物与聚合物复合材料Surface Engineering表面工程RARE METALS稀有金属HIGH TEMPERATURE MATERIAL PROCESSES高温材料加工JOURNAL OF TESTING AND EVALUATION测试及评价杂志AMERICAN CERAMIC SOCIETY BULLETIN美国陶瓷学会公告MATERIALS AT HIGH TEMPERATURES高温材料MAGAZINE OF CONCRETE RESEARCH混凝土研究杂志SURFACE REVIEW AND LETTERS表面评论与快报Journal of Ceramic Processing Research陶瓷处理研究JSME INTERNATIONAL JOURNAL SERIES A-SOLID MECHANICS AND MATERIAL ENGINEERIN日本机械工程学会国际杂志系列A-固体力学与材料工程MATERIALS TECHNOLOGY材料技术ADVANCED COMPOSITES LETTERS先进复合材料快报HIGH TEMPERATURE MATERIALS AND PROCESSES高温材料和加工INTEGRATED FERROELECTRICS集成铁电材料MATERIALS SCIENCE材料科学MATERIALS EVALUATION材料评价POWDER METALLURGY AND METAL CERAMICS粉末冶金及金属陶瓷RARE METAL MATERIALS AND ENGINEERING稀有金属材料与工程INTERNATIONAL JOURNAL OF MATERIALS & PRODUCT TECHNOLOGY材料与生产技术国际杂志METAL SCIENCE AND HEAT TREATMENT金属科学及热处理JOURNAL OF ADVANCED MATERIALS先进材料杂志ADVANCED MATERIALS & PROCESSES先进材料及工艺MATERIALS WORLD材料世界SCIENCE AND ENGINEERING OF COMPOSITE MATERIALS复合材料科学与工程MATERIALS PERFORMANCE材料性能。

微纳米流动和核磁共振技术

微纳米流动和核磁共振技术

微纳米流动和核磁共振技术英文回答:Microfluidics and nuclear magnetic resonance (NMR) are two important technologies that have revolutionized various fields of science and engineering.Microfluidics refers to the study and manipulation of fluids at the microscale level, typically in channels or chambers with dimensions ranging from micrometers to millimeters. It allows precise control and manipulation of small volumes of fluids, enabling a wide range of applications such as chemical analysis, drug delivery systems, and lab-on-a-chip devices. Microfluidic devices are often fabricated using techniques such as soft lithography, which involve the use of elastomeric materials to create microchannels and chambers.NMR, on the other hand, is a powerful analytical technique that utilizes the magnetic properties of atomicnuclei to study the structure and dynamics of molecules. It is based on the principle of nuclear spin, which is the intrinsic angular momentum possessed by atomic nuclei. By subjecting a sample to a strong magnetic field and applying radiofrequency pulses, NMR can provide information about the chemical composition, molecular structure, and molecular interactions of the sample. NMR has diverse applications in fields such as chemistry, biochemistry, medicine, and materials science.Microfluidics and NMR can be combined to create powerful analytical tools for studying various biological and chemical systems. For example, microfluidic devices can be used to precisely control the flow of samples and reagents, while NMR can provide detailed information about the composition and structure of the samples. This combination has been used in the development ofmicrofluidic NMR systems, which allow rapid and sensitive analysis of small sample volumes. These systems have been applied in areas such as metabolomics, drug discovery, and environmental monitoring.中文回答:微纳米流体力学和核磁共振技术是两种重要的技术,已经在科学和工程的各个领域引起了革命性的变化。

定量电子显微学方法与氧化钛纳米结构研究获国家自然科学二等奖

定量电子显微学方法与氧化钛纳米结构研究获国家自然科学二等奖
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微纳尺度制造工程-华中科技大学光学与电子信息学院

微纳尺度制造工程-华中科技大学光学与电子信息学院

光学与电子信息学院集成电路工程领域、软件工程领域学位硕士研究生课程简介1)微纳图形技术:主要有微纳图形的掩膜制备,微纳图形的形成教材:《微纳尺度制造工程》(第三版),斯蒂芬A.坎贝尔著,北京市:电子工业出版社主要参考书:1. 《微纳加工导论》,Sami Franssila著,北京市:电子工业出版社2•《微纳传感器与应用》,朱勇,张海霞编,北京市:北京大学出版社3. 《微纳加工科学原理》,唐天同编,北京市:电子工业出版社课程名称:Fabrication Engineering at the Micro- and 课程代码:182.573Nano scale课程组教师姓名职称专业年龄学术方向Fan Guifen AssociateProf. Microelectr onicsand solid stateelectr onics39 Information of functionalmaterials and devicesEducation Experience:Sep,1993-July,1997 Hubei Un iversity, Departme nt of chemistry,Bachelor DegreeSep,2002-July,2007 Huazho ng Uni versity of Scie nee and Tech no logy,Departme nt of Electr onic Science and tech no logy, PhD DegreeSep,2007-Mar,2009 Huazho ng Un iversity of Scie nee and Tech no logy, School of materials scie nee and Engin eeri ng ,postdoctorMar,2009 to now Huazho ng Uni versity of Scie nee and Tech no logy, Collegeof optical and electr onic in formati on ,teacherAcademic QualificationThe main research field is Information of functional materials and devices. She rece ntly has completed a study on the n atural scie nee foun dati on of Hubei province (2008CDB283), Chi na Postdoctoral Scie nee Foun dation (20080440138), the Doctora Fund of Ministry of education (20100142120091) et al. At present, she has successively published over 20 importa nt papers in domestic and foreig n publicati onsCourse ObjectiveMicro and nano fabrication is a multidisciplinary discipline which has been usedwidely and developed rapidly .It has bee n applied for in tegrated circuit, in tegrated Optics, MOEMS, Micro-se nsing, mesoscopic and qua ntum effect devices, etc. During the class, the students will learn micro and nano fabrication techniques, an alysis and characterizati on tech niq ues for fine structure and applicati on of micro and nano tech no logies. The purpose of teach ing for stude nts is to:1. Know the history and trend of micro and nano process ing tech no logies.2. Know the various processing techniques and principles of fine structure.3. Know nano fabricati on tech no logy applicati ons and related measureme nt tech niq ues.NO8. Course content and class hour planContent of coursesChapl. Introduction (4 class hours) Describe the sig nifica nee, applicati ons and trends of micro and nano fabricati on tech no logies,Chap2. Basics for micro and nano fabrication (4 class hours) Main con te nts1. Light wave and Photonic: the electromagnetic spectrum, diffraction, optical coherenee, theory of wave optics con focal imag ing, method for gen erati ng an ultraviolet and X-ray phot ons to con trol short wavele ngth2. Electro nics and Electro n Beam: electro n emissi on, electro n gun, Electro n beamfocus in g, imag ing, and deflecti on3. Gas discharge and plasma: gas discharge, plasma, plasma chemical properties; Chap3. Main substrate material for micro and nano fabrication(4 class hours)The mai n materials are semic on ductor materials, dielectric material, glass, polymeric material, and other special fine structure materials.Chap4. Micro and nano fabrication technologies (10 class hours)1. Micro and nano graphic tech no logies: mask preparatio n, exposure lithography, micro and nano graph ' s lithography, development, and stripping.2. Thick film depositi on3. Etch ing tech niq ue: remove material layer selectively4. Epitaxial growth -growth the same (or close to) the crystal structure on the substrateRefere nee Books1. Fabricati on Engin eeri ng at the Micro- and Nano scale (Third Editi on). Stephe n A. Campbell, Beiji ng, Electro nic In dustry Press2. Nanofabrication scientific principles, Tang tiantong. Beijing, Electronic Industry Press3. Micro-nano sen sor and its applicati on, Zhu yong, Beiji ng, Peking Un iversity Press4. I ntroductio n to Microfabricati on. Sami Fran ssila., Beij ng, Electro nic In dustry Press。

美国科学家开发出钙钛矿能测量尺度

美国科学家开发出钙钛矿能测量尺度

美国科学家开发出钙钛矿能测量尺度
莱斯大学(RiceUniversity)和洛斯阿拉莫斯国家实验室(Los Alamos National Laboratory)的一个联合研究小组已经能够在量子尺度上观察钙钛矿的电子性质,并获得了一些可能影响钙钛矿太阳能电池发展的发现。

发表在《自然通信》杂志上的一篇题为《2D钙钛矿量子阱中激子的标度律》(“Scaling law for excitons in 2D perovskite quantum wells“)的论文显示,这一研发小组开发出一种尺度来确定激子的结合能,从而确定了钙钛矿阱中的带隙结构。

这一尺度可以帮助科学家们开发出新型半导体材料。

莱斯大学化学与生物分子工程副教授Aditya Mohite表示,理解激子的性质并产生激子结合能的总体标度律,是设计太阳能电池、激光器或探测器等任何光电器件所需的第一个基本步骤。

这项研究的材料在西北大学的实验室中合成,并被送到莱斯大学的实验室,被置于超低温、高磁场和偏振光的环境中。

研究人员结合计算机模型,在二维或三维钙钛矿中形成了任意厚度的激子结合能。

光学超表面案例

光学超表面案例

光学超表面案例Optical metasurfaces, also known as optical super surfaces, have gained significant attention in the field of optics due to their ability to control the phase, amplitude, and polarization of light with subwavelength resolution. These metasurfaces consist of arrays of subwavelength nanostructures that are designed to impart specific optical properties to incident light. In recent years, optical metasurfaces have found applications in a wide range of areas, including lens design, beam shaping, holography, and metasurface-based devices.光学超表面,也被称为光学超表面,由于其能够以亚波长分辨率控制光的相位、幅度和极化而在光学领域引起了很大关注。

这些超表面由亚波长纳米结构阵列组成,旨在为入射光赋予特定的光学特性。

近年来,光学超表面在透镜设计、光束整形、全息术以及基于超表面的设备等领域找到了应用。

One of the key advantages of optical metasurfaces is their ability to manipulate light at the nanoscale, which allows for the development of ultrathin and lightweight optical components. Traditional optical elements, such as lenses and prisms, are bulky and limited by thelaws of diffractive optics. In contrast, optical metasurfaces can be designed to achieve functionalities that are not possible with conventional optical elements, leading to more compact and efficient optical systems.光学超表面的一个关键优势是它们能够在纳米尺度上操纵光,这使得超薄轻便的光学元件得以发展。

advanced optical materials分区

advanced optical materials分区

Advanced Optical MaterialsIntroductionAdvanced optical materials are a class of materials that possess unique optical properties and are engineered to enhance light-matter interactions. These materials have revolutionized various fields such as photonics, optoelectronics, and nanotechnology. In this article, we will explore the different types of advanced optical materials, their applications, and the future prospects of this exciting field.Types of Advanced Optical MaterialsPhotonic CrystalsPhotonic crystals are periodic structures that can manipulate the propagation of light. They consist of a periodic arrangement ofdielectric or metallic components with alternating refractive indices. These structures can control the flow of light by creating energy bandgaps, which prohibit certain wavelengths from propagating through the material. Photonic crystals find applications in optical communication, sensing, and solar cells.MetamaterialsMetamaterials are artificially engineered materials that exhibit properties not found in nature. They are composed of subwavelength-sized building blocks arranged in a periodic or random manner. Metamaterials can manipulate electromagnetic waves by achieving negative refractive index, perfect absorption, and cloaking effects. These unique properties have led to applications in invisibility cloaks, super lenses, and efficient light harvesting.Plasmonic MaterialsPlasmonic materials exploit the interaction between light and free electrons at metal-dielectric interfaces to confine light at nanoscale dimensions. This confinement results in enhanced electromagnetic fields known as surface plasmon resonances. Plasmonic materials have diverse applications such as biosensing, photothermal therapy, and enhanced solar cells.Quantum DotsQuantum dots are nanoscale semiconductor crystals with unique optical properties due to quantum confinement effects. Their size-tunable bandgap enables them to emit different colors of light depending ontheir size. Quantum dots find applications in display technologies (e.g., QLED TVs), biological imaging, and photovoltaics.Organic Optoelectronic MaterialsOrganic optoelectronic materials are based on organic compounds that exhibit electrical conductivity and optical properties. These materials are lightweight, flexible, and can be processed at low cost. They find applications in organic light-emitting diodes (OLEDs), organic photovoltaics (OPVs), and organic field-effect transistors (OFETs).Applications of Advanced Optical MaterialsInformation TechnologyAdvanced optical materials play a crucial role in information technology. Photonic crystals enable the miniaturization of optical devices, leading to faster and more efficient data transmission. Metamaterials offer possibilities for creating ultra-compact photonic integrated circuits. Plasmonic materials enable the development of high-density data storage devices.Energy HarvestingAdvanced optical materials have revolutionized energy harvesting technologies. Quantum dots and organic optoelectronic materials are used in next-generation solar cells to enhance light absorption and efficiency. Plasmonic nanoparticles can concentrate light in solar cells, increasing their power output. These advancements contribute to the development of sustainable energy sources.Sensing and ImagingThe unique optical properties of advanced optical materials make them ideal for sensing and imaging applications. Quantum dots are used as fluorescent probes in biological imaging due to their bright emissionand excellent photostability. Metamaterial-based sensors offer high sensitivity for detecting minute changes in refractive index ormolecular interactions.Biomedical ApplicationsAdvanced optical materials have significant implications in biomedical research and healthcare. Plasmonic nanomaterials enable targeted drug delivery, photothermal therapy, and bioimaging with high spatial resolution. Organic optoelectronic materials find applications in wearable biosensors, smart bandages, and flexible medical devices.Future ProspectsThe field of advanced optical materials is rapidly evolving with continuous advancements being made in material synthesis, characterization techniques, and device fabrication processes. Thefuture prospects of this field are promising, with potential breakthroughs in areas such as:1.Quantum Optics: Integration of advanced optical materials withquantum technologies could lead to the development of quantumcomputers, secure communication networks, and ultra-precisesensors.2.Flexible and Wearable Electronics: Organic optoelectronicmaterials offer the potential for flexible and wearable electronic devices, such as flexible displays, electronic textiles, andimplantable medical devices.3.Optical Computing: Photonic crystals and metamaterials may pavethe way for all-optical computing, where photons replace electrons for faster and more energy-efficient data processing.4.Enhanced Optoelectronic Devices: Continued research on advancedoptical materials will lead to improved performance and efficiency of optoelectronic devices such as solar cells, LEDs, lasers, andphotodetectors.In conclusion, advanced optical materials have opened up newpossibilities in various fields by enabling unprecedented control over light-matter interactions. The ongoing research and development in this field promise exciting advancements in information technology, energy harvesting, sensing and imaging, as well as biomedical applications. The future looks bright for advanced optical materials as they continue to revolutionize technology and shape our world.。

国际专家成功研发生物活性玻璃纳米纤维

国际专家成功研发生物活性玻璃纳米纤维

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哈佛大学Capasso教授小组研究用界面位相突变的超材料实现超常折射的论文

哈佛大学Capasso教授小组研究用界面位相突变的超材料实现超常折射的论文

Conventional optical components rely on gradual phase shifts accumulated during light propagation to shape light beams. New degrees of freedom are attained by introducing abrupt phase changes over the scale of the wavelength. A two-dimensional array of optical resonators with spatially varying phase response and sub-wavelength separation can imprint such phase discontinuities on propagating light as it traverses the interface between two media. Anomalous reflection and refraction phenomena are observed in this regime in optically thin arrays of metallic antennas on silicon with a linear phase variation along the interface, in excellent agreement with generalized laws derived from Fermat’s principle. Phase discontinuities provide great flexibility in the design of light beams as illustrated by the generation of optical vortices using planar designer metallic interfaces. The shaping of the wavefront of light by optical components such as lenses and prisms, as well as diffractive elements like gratings and holograms, relies on gradual phase changes accumulated along the optical path. This approach is generalized in transformation optics (1, 2) which utilizesmetamaterials to bend light in unusual ways, achieving suchphenomena as negative refraction, subwavelength-focusing,and cloaking (3, 4) and even to explore unusual geometries ofspace-time in the early universe (5). A new degree of freedomof controlling wavefronts can be attained by introducingabrupt phase shifts over the scale of the wavelength along theoptical path, with the propagation of light governed byFermat’s principle. The latter states that the trajectory takenbetween two points A and B by a ray of light is that of leastoptical path, ()B A n r dr ∫r , where ()n r r is the local index of refraction, and readily gives the laws of reflection and refraction between two media. In its most general form,Fermat’s principle can be stated as the principle of stationaryphase (6–8); that is, the derivative of the phase()B A d r ϕ∫r accumulated along the actual light path will be zero with respect to infinitesimal variations of the path. We show that an abrupt phase delay ()s r Φr over the scale of the wavelength can be introduced in the optical path by suitably engineering the interface between two media; ()s r Φr depends on the coordinate s r r along the interface. Then the total phase shift ()B s A r k dr Φ+⋅∫r r r will be stationary for the actual path that light takes; k r is the wavevector of the propagating light. This provides a generalization of the laws of reflection and refraction, which is applicable to a wide range of subwavelength structured interfaces between two media throughout the optical spectrum. Generalized laws of reflection and refraction. The introduction of an abrupt phase delay, denoted as phase discontinuity, at the interface between two media allows us to revisit the laws of reflection and refraction by applying Fermat’s principle. Consider an incident plane wave at an angle θi . Assuming that the two rays are infinitesimally close to the actual light path (Fig. 1), then the phase difference between them is zero ()()()s in s in 0o i i o t t kn d x d kn d x θθ+Φ+Φ−+Φ=⎡⎤⎡⎤⎣⎦⎣⎦ (1) where θt is the angle of refraction, Φ and Φ+d Φ are, respectively, the phase discontinuities at the locations where the two paths cross the interface, dx is the distance between the crossing points, n i and n t are the refractive indices of thetwo media, and k o = 2π/λo , where λo is the vacuumwavelength. If the phase gradient along the interface isdesigned to be constant, the previous equation leads to thegeneralized Snell’s law of refraction Light Propagation with Phase Discontinuities: Generalized Laws of Reflection and RefractionNanfang Yu ,1 Patrice Genevet ,1,2 Mikhail A. Kats ,1 Francesco Aieta ,1,3 Jean-Philippe Tetienne ,1,4 Federico Capasso ,1 Zeno Gaburro 1,51School of Engineering and Applied Sciences, Harvard University, Cambridge, Massachusetts 02138, USA. 2Institute for Quantum Studies and Department of Physics, Texas A&M University, College Station, Texas 77843, USA. 3Dipartimento di Fisica e Ingegneria dei Materiali e del Territorio, Università Politecnica delle Marche, via Brecce Bianche, 60131 Ancona, Italy. 4Laboratoire de Photonique Quantique et Moléculaire, Ecole Normale Supérieure de Cachan and CNRS, 94235 Cachan, France. 5Dipartimento di Fisica, Università degli Studi di Trento, via Sommarive 14, 38100 Trento, Italy.o n S e p t e m b e r 1, 2011w w w .s c i e n c e m a g .o r g D o w n l o a d e d f r o m()()sin sin 2o t t i i d n n dx λθθπΦ−= (2) Equation 2 implies that the refracted ray can have an arbitrary direction, provided that a suitable constant gradient of phase discontinuity along the interface (d Φ/dx ) is introduced. Note that because of the non-zero phase gradient in this modified Snell’s law, the two angles of incidence ±θi lead to different values for the angle of refraction. As a consequence there are two possible critical angles for total internal reflection, provided that n t < n i : arcsin 2to c i i n d n n dx λθπ⎛⎞Φ=±−⎜⎟⎝⎠ (3)Similarly, for the reflected light we have ()()sin sin 2o r i i d n dx λθθπΦ−= (4) where θr is the angle of reflection. Note the nonlinear relationbetween θr and θI , which is markedly different fromconventional specular reflection. Equation 4 predicts that there is always a critical incidence angle arcsin 12o c i d n dx λθπ⎛⎞Φ′=−⎜⎟⎝⎠ (5) above which the reflected beam becomes evanescent. In the above derivation we have assumed that Φ is a continuous function of the position along the interface; thus all the incident energy is transferred into the anomalous reflection and refraction. However because experimentally we use an array of optically thin resonators with sub-wavelength separation to achieve the phase change along the interface, this discreteness implies that there are also regularly reflected and refracted beams, which follow conventional laws of reflection and refraction (i.e., d Φ/dx =0 in Eqs. 2 and 4). The separation between the resonators controls the relative amount of energy in the anomalously reflected and refracted beams. We have also assumed that the amplitudes of the scattered radiation by each resonator are identical, so that the refracted and reflected beams are plane waves. In the next section we will show by simulations, which represent numerical solutions of Maxwell’s equations, how indeed one can achieve the equal-amplitude condition and the constant phase gradient along the interface by suitable design of the resonators. Note that there is a fundamental difference between the anomalous refraction phenomena caused by phase discontinuities and those found in bulk designer metamaterials, which are caused by either negative dielectric permittivity and negative magnetic permeability or anisotropic dielectric permittivity with different signs ofpermittivity tensor components along and transverse to thesurface (3, 4).Phase response of optical antennas. The phase shift between the emitted and the incident radiation of an optical resonator changes appreciably across a resonance. By spatially tailoring the geometry of the resonators in an array and hence their frequency response, one can design the phase shift along the interface and mold the wavefront of the reflected and refracted beams in nearly arbitrary ways. The choice of the resonators is potentially wide-ranging, fromelectromagnetic cavities (9, 10), to nanoparticles clusters (11,12) and plasmonic antennas (13, 14). We concentrated on thelatter, due to their widely tailorable optical properties (15–19)and the ease of fabricating planar antennas of nanoscalethickness. The resonant nature of a rod antenna made of aperfect electric conductor is shown in Fig. 2A (20).Phase shifts covering the 0 to 2π range are needed toprovide full control of the wavefront. To achieve the requiredphase coverage while maintaining large scatteringamplitudes, we utilized the double resonance properties of V-shaped antennas, which consist of two arms of equal length h connected at one end at an angle Δ (Fig. 2B). We define twounit vectors to describe the orientation of a V-antenna: ŝalong the symmetry axis of the antenna and â perpendicular to ŝ (Fig. 2B). V-antennas support “symmetric” and “antisymmetric” modes (middle and right panels of Fig. 2B),which are excited by electric-field components along ŝ and â axes, respectively. In the symmetric mode, the current distribution in each arm approximates that of an individual straight antenna of length h (Fig. 2B middle panel), and therefore the first-order antenna resonance occurs at h ≈ λeff /2, where λeff is the effective wavelength (14). In the antisymmetric mode, the current distribution in each arm approximates that of one half of a straight antenna of length 2h (Fig. 2B right panel), and the condition for the first-order resonance of this mode is 2h ≈ λeff /2.The polarization of the scattered radiation is the same as that of the incident light when the latter is polarized along ŝ or â. For an arbitrary incident polarization, both antenna modes are excited but with substantially different amplitude and phase due to their distinctive resonance conditions. As a result, the scattered light can have a polarization different from that of the incident light. These modal properties of the V-antennas allow one to design the amplitude, phase, and polarization state of the scattered light. We chose the incident polarization to be at 45 degrees with respect to ŝ and â, so that both the symmetric and antisymmetric modes can be excited and the scattered light has a significant component polarized orthogonal to that of the incident light. Experimentally this allows us to use a polarizer to decouple the scattered light from the excitation.o n S e p t e m b e r 1, 2011w w w .s c i e n c e m a g .o r g Do w n l o a d e d f r o mAs a result of the modal properties of the V-antennas and the degrees of freedom in choosing antenna geometry (h and Δ), the cross-polarized scattered light can have a large range of phases and amplitudes for a given wavelength λo; see Figs. 2D and E for analytical calculations of the amplitude and phase response of V-antennas assumed to be made of gold rods. In Fig. 2D the blue and red dashed curves correspond to the resonance peaks of the symmetric and antisymmetric mode, respectively. We chose four antennas detuned from the resonance peaks as indicated by circles in Figs. 2D and E, which provide an incremental phase of π/4 from left to right for the cross-polarized scattered light. By simply taking the mirror structure (Fig. 2C) of an existing V-antenna (Fig. 2B), one creates a new antenna whose cross-polarized emission has an additional π phase shift. This is evident by observing that the currents leading to cross-polarized radiation are π out of phase in Figs. 2B and C. A set of eight antennas were thus created from the initial four antennas as shown in Fig. 2F. Full-wave simulations confirm that the amplitudes of the cross-polarized radiation scattered by the eight antennas are nearly equal with phases in π/4 increments (Fig. 2G).Note that a large phase coverage (~300 degrees) can also be achieved using arrays of straight antennas (fig. S3). However, to obtain the same range of phase shift their scattering amplitudes will be significantly smaller than those of V-antennas (fig. S3). As a consequence of its double resonances, the V-antenna instead allows one to design an array with phase coverage of 2π and equal, yet high, scattering amplitudes for all of the array elements, leading to anomalously refracted and reflected beams of substantially higher intensities.Experiments on anomalous reflection and refraction. We demonstrated experimentally the generalized laws of reflection and refraction using plasmonic interfaces constructed by periodically arranging the eight constituent antennas as explained in the caption of Fig. 2F. The spacing between the antennas should be sub-wavelength to provide efficient scattering and to prevent the occurrence of grating diffraction. However it should not be too small; otherwise the strong near-field coupling between neighboring antennas would perturb the designed scattering amplitudes and phases.A representative sample with the densest packing of antennas, Γ= 11 µm, is shown in Fig. 3A, where Γ is the lateral period of the antenna array. In the schematic of the experimental setup (Fig. 3B), we assume that the cross-polarized scattered light from the antennas on the left-hand side is phase delayed compared to the ones on the right. By substituting into Eq. 2 -2π/Γ for dΦ/dx and the refractive indices of silicon and air (n Si and 1) for n i and n t, we obtain the angle of refraction for the cross-polarized lightθt,٣= arcsin[n Si sin(θi) – λo/Γ] (6) Figure 3C summarizes the experimental results of theordinary and the anomalous refraction for six samples with different Γ at normal incidence. The incident polarization isalong the y-axis in Fig. 3A. The sample with the smallest Γcorresponds to the largest phase gradient and the mostefficient light scattering into the cross polarized beams. We observed that the angles of anomalous refraction agree wellwith theoretical predictions of Eq. 6 (Fig. 3C). The same peak positions were observed for normal incidence withpolarization along the x-axis in Fig. 3A (Fig. 3D). To a good approximation, we expect that the V-antennas were operating independently at the packing density used in experiments (20). The purpose of using a large antenna array (~230 µm ×230 µm) is solely to accommodate the size of the plane-wave-like excitation (beam radius ~100 µm). The periodic antenna arrangement is used here for convenience, but is notnecessary to satisfy the generalized laws of reflection and refraction. It is only necessary that the phase gradient isconstant along the plasmonic interface and that the scattering amplitudes of the antennas are all equal. The phaseincrements between nearest neighbors do not need to be constant, if one relaxes the unnecessary constraint of equal spacing between nearest antennas.Figures 4A and B show the angles of refraction and reflection, respectively, as a function of θi for both thesilicon-air interface (black curves and symbols) and the plasmonic interface (red curves and symbols) (20). In therange of θi = 0-9 degrees, the plasmonic interface exhibits “negative” refraction and reflection for the cross-polarized scattered light (schematics are shown in the lower right insetsof Figs. 4A and B). Note that the critical angle for totalinternal reflection is modified to about -8 and +27 degrees(blue arrows in Fig. 4A) for the plasmonic interface in accordance with Eq. 3 compared to ±17 degrees for thesilicon-air interface; the anomalous reflection does not exist beyond θi = -57 degrees (blue arrow in Fig. 4B).At normal incidence, the ratio of intensity R between the anomalously and ordinarily refracted beams is ~ 0.32 for the sample with Γ = 15 µm (Fig. 3C). R rises for increasingantenna packing densities (Figs. 3C and D) and increasingangles of incidence (up to R≈ 0.97 at θi = 14 degrees (fig.S1B)). Because of the experimental configuration, we are notable to determine the ratio of intensity between the reflected beams (20), but we expect comparable values.Vortex beams created by plasmonic interfaces. To demonstrate the versatility of the concept of interfacial phase discontinuities, we fabricated a plasmonic interface that isable to create a vortex beam (21, 22) upon illumination by normally incident linearly polarized light. A vortex beam hasa helicoidal (or “corkscrew-shaped”) equal-phase wavefront. Specifically, the beam has an azimuthal phase dependenceexp(i lφ) with respect to the beam axis and carries an orbitalonSeptember1,211www.sciencemag.orgDownloadedfromangular momentum of L l=h per photon (23), where the topological charge l is an integer, indicating the number of twists of the wavefront within one wavelength; h is the reduced Planck constant. These peculiar states of light are commonly generated using a spiral phase plate (24) or a computer generated hologram (25) and can be used to rotate particles (26) or to encode information in optical communication systems (27).The plasmonic interface was created by arranging the eight constituent antennas as shown in Figs. 5A and B. The interface introduces a spiral-like phase delay with respect to the planar wavefront of the incident light, thereby creating a vortex beam with l = 1. The vortex beam has an annular intensity distribution in the cross-section, as viewed in a mid-infrared camera (Fig. 5C); the dark region at the center corresponds to a phase singularity (22). The spiral wavefront of the vortex beam can be revealed by interfering the beam with a co-propagating Gaussian beam (25), producing a spiral interference pattern (Fig. 5E). The latter rotates when the path length of the Gaussian beam was changed continuously relative to that of the vortex beam (movie S1). Alternatively, the topological charge l = 1 can be identified by a dislocated interference fringe when the vortex and Gaussian beams interfere with a small angle (25) (Fig. 5G). The annular intensity distribution and the interference patterns were well reproduced in simulations (Figs. D, F, and H) by using the calculated amplitude and phase responses of the V-antennas (Figs. 2D and E).Concluding remarks. Our plasmonic interfaces, consisting of an array of V-antennas, impart abrupt phase shifts in the optical path, thus providing great flexibility in molding of the optical wavefront. This breaks the constraint of standard optical components, which rely on gradual phase accumulation along the optical path to change the wavefront of propagating light. We have derived and experimentally confirmed generalized reflection and refraction laws and studied a series of intriguing anomalous reflection and refraction phenomena that descend from the latter: arbitrary reflection and refraction angles that depend on the phase gradient along the interface, two different critical angles for total internal reflection that depend on the relative direction of the incident light with respect to the phase gradient, critical angle for the reflected light to be evanescent. We have also utilized a plasmonic interface to generate optical vortices that have a helicoidal wavefront and carry orbital angular momentum, thus demonstrating the power of phase discontinuities as a design tool of complex beams. The design strategies presented in this article allow one to tailor in an almost arbitrary way the phase and amplitude of an optical wavefront, which should have major implications for transformation optics and integrated optics. We expect that a variety of novel planar optical components such as phased antenna arrays in the optical domain, planar lenses,polarization converters, perfect absorbers, and spatial phase modulators will emerge from this approach.Antenna arrays in the microwave and millimeter-waveregion have been widely used for the shaping of reflected and transmitted beams in the so-called “reflectarrays” and “transmitarrays” (28–31). There is a connection between thatbody of work and our results in that both use abrupt phase changes associated with antenna resonances. However the generalization of the laws of reflection and refraction wepresent is made possible by the deep-subwavelengththickness of our optical antennas and their subwavelength spacing. It is this metasurface nature of the plasmonicinterface that distinguishes it from reflectarrays and transmitarrays. The last two cannot be treated as an interfacein the effective medium approximation for which one canwrite down the generalized laws, because they typicallyconsist of a double layer structure comprising a planar arrayof antennas, with lateral separation larger than the free-space wavelength, and a ground plane (in the case of reflectarrays)or another array (in the case of transmitarrays), separated by distances ranging from a fraction of to approximately one wavelength. In this case the phase along the plane of the array cannot be treated as a continuous variable. This makes it impossible to derive for example the generalized Snell’s lawin terms of a phase gradient along the interface. This generalized law along with its counterpart for reflectionapplies to the whole optical spectrum for suitable designer interfaces and it can be a guide for the design of new photonic devices.References and Notes1. J. B. Pendry, D. Schurig, D. R. Smith, “Controllingelectromagnetic fields,” Science 312, 1780 (2006).2. U. Leonhardt, “Optical conformal mapping,” Science 312,1777 (2006).3. W. Cai, V. Shalaev, Optical Metamaterials: Fundamentalsand Applications (Springer, 2009)4. N. Engheta, R. W. Ziolkowski, Metamaterials: Physics andEngineering Explorations (Wiley-IEEE Press, 2006).5. I. I Smolyaninov, E. E. Narimanov, Metric signaturetransitions in optical metamaterials. Phys. Rev. Lett.105,067402 (2010).6. S. D. Brorson, H. A. Haus, “Diffraction gratings andgeometrical optics,” J. Opt. Soc. Am. B 5, 247 (1988).7. R. P. Feynman, A. R. Hibbs, Quantum Mechanics andPath Integrals (McGraw-Hill, New York, 1965).8. E. Hecht, Optics (3rd ed.) (Addison Wesley PublishingCompany, 1997).9. H. T. Miyazaki, Y. Kurokawa, “Controlled plasmonnresonance in closed metal/insulator/metal nanocavities,”Appl. Phys. Lett. 89, 211126 (2006).onSeptember1,211www.sciencemag.orgDownloadedfrom10. D. Fattal, J. Li, Z. Peng, M. Fiorentino, R. G. Beausoleil,“Flat dielectric grating reflectors with focusing abilities,”Nature Photon. 4, 466 (2010).11. J. A. Fan et al., “Self-assembled plasmonic nanoparticleclusters,” Science 328, 1135 (2010).12. B. Luk’yanchuk et al., “The Fano resonance in plasmonicnanostructures and metamaterials,” Nature Mater. 9, 707 (2010).13. R. D. Grober, R. J. Schoelkopf, D. E. Prober, “Opticalantenna: Towards a unity efficiency near-field opticalprobe,” Appl. Phys. Lett. 70, 1354 (1997).14. L. Novotny, N. van Hulst, “Antennas for light,” NaturePhoton. 5, 83 (2011).15. Q. Xu et al., “Fabrication of large-area patternednanostructures for optical applications by nanoskiving,”Nano Lett. 7, 2800 (2007).16. M. Sukharev, J. Sung, K. G. Spears, T. Seideman,“Optical properties of metal nanoparticles with no center of inversion symmetry: Observation of volume plasmons,”Phys. Rev. B 76, 184302 (2007).17. P. Biagioni, J. S. Huang, L. Duò, M. Finazzi, B. Hecht,“Cross resonant optical antenna,” Phys. Rev. Lett. 102,256801 (2009).18. S. Liu et al., “Double-grating-structured light microscopyusing plasmonic nanoparticle arrays,” Opt. Lett. 34, 1255 (2009).19. J. Ginn, D. Shelton, P. Krenz, B. Lail, G. Boreman,“Polarized infrared emission using frequency selectivesurfaces,” Opt. Express 18, 4557 (2010).20. Materials and methods are available as supportingmaterial on Science Online.21. J. F. Nye, M. V. Berry, “Dislocations in wave trains,”Proc. R. Soc. Lond. A. 336, 165 (1974).22. M. Padgett, J. Courtial, L. Allen, “Ligh’'s orbital angularmomentum,” Phys. Today 57, 35 (2004).23. L. Allen, M. W. Beijersbergen, R. J. C. Spreeuw, J. P.Woerdman, “Orbital angular momentum of light and the transformation of Laguerre-Gaussian laser modes,” Phys.Rev. A, 45, 8185 (1992).24. M. W. Beijersbergen, R. P. C. Coerwinkel, M. Kristensen,J. P. Woerdman, “Helical-wavefront laser beams produced with a spiral phaseplate,” Opt. Commun. 112, 321 (1994).25. N. R. Heckenberg, R. McDuff, C. P. Smith, A. G. White,“Generation of optical phase singularities by computer-generated holograms,” Opt. Lett. 17, 221 (1992).26. H. He, M. E. J. Friese, N. R. Heckenberg, H. Rubinsztein-Dunlop, “Direct observation of transfer of angularmomentum to absorptive particles from a laser beam witha phase singularity,” Phys. Rev. Lett. 75, 826 (1995).27. G. Gibson et al, “Free-space information transfer usinglight beams carrying orbital angular momentum,” Opt.Express 12, 5448 (2004). 28. D. M. Pozar, S. D. Targonski, H. D. Syrigos, “Design ofmillimeter wave microstrip reflectarrays,” IEEE Trans.Antennas Propag. 45, 287 (1997).29. J. A. Encinar, “Design of two-layer printed reflectarraysusing patches of variable size,” IEEE Trans. AntennasPropag. 49, 1403 (2001).30. C. G. M. Ryan et al., “A wideband transmitarray usingdual-resonant double square rings,” IEEE Trans. AntennasPropag. 58, 1486 (2010).31. P. Padilla, A. Muñoz-Acevedo, M. Sierra-Castañer, M.Sierra-Pérez, “Electronically reconfigurable transmitarrayat Ku band for microwave applications,” IEEE Trans.Antennas Propag. 58, 2571 (2010).32. H. R. Philipp, “The infrared optical properties of SiO2 andSiO2 layers on silicon,” J. Appl. Phys. 50, 1053 (1979).33. R. W. P. King, The Theory of Linear Antennas (HarvardUniversity Press, 1956).34. J. D. Jackson, Classical Electrodynamics (3rd edition)(John Wiley & Sons, Inc. 1999) pp. 665.35. E. D. Palik, Handbook of Optical Constants of Solids(Academic Press, 1998).36. I. Puscasu, D. Spencer, G. D. Boreman, “Refractive-indexand element-spacing effects on the spectral behavior ofinfrared frequency-selective surfaces,” Appl. Opt. 39,1570 (2000).37. G. W. Hanson, “On the applicability of the surfaceimpedance integral equation for optical and near infraredcopper dipole antennas,” IEEE Trans. Antennas Propag.54, 3677 (2006).38. C. R. Brewitt-Taylor, D. J. Gunton, H. D. Rees, “Planarantennas on a dielectric surface,” Electron. Lett. 17, 729(1981).39. D. B. Rutledge, M. S. Muha, “Imaging antenna arrays,”IEEE Trans. Antennas Propag. 30, 535 (1982). Acknowledgements: The authors acknowledge helpful discussion with J. Lin, R. Blanchard, and A. Belyanin. Theauthors acknowledge support from the National ScienceFoundation, Harvard Nanoscale Science and EngineeringCenter (NSEC) under contract NSF/PHY 06-46094, andthe Center for Nanoscale Systems (CNS) at HarvardUniversity. Z. G. acknowledges funding from theEuropean Communities Seventh Framework Programme(FP7/2007-2013) under grant agreement PIOF-GA-2009-235860. M.A.K. is supported by the National ScienceFoundation through a Graduate Research Fellowship.Harvard CNS is a member of the NationalNanotechnology Infrastructure Network (NNIN). TheLumerical FDTD simulations in this work were run on theOdyssey cluster supported by the Harvard Faculty of Artsand Sciences (FAS) Sciences Division ResearchComputing Group.onSeptember1,211www.sciencemag.orgDownloadedfrom。

非线性光学 (Nonlinear Optics)

非线性光学 (Nonlinear Optics)

Robert W. Boyd
• Yujie Ding: B.S., Electronic Sciences, Jilin University; M.S., Electrical Engineering, Purdue Univ.; Ph.D.,Electrical Engineering, Johns Hopkins Univ.; now professor at Lehigh Univ..
• 其中虚线代表的是偏振
和电场 之间的线性关系,而实线代表非线性关系。
(a)在小电场情况下,偏振与电场的时间变化接近。 (b)电场强度加大后,偏振响应产生了非对称性,在负电场情况下具有较大的偏离。 • 以上这种失真的输出在电路理论中可以解释为高阶简谐成份的出现。
二、光学非线性的物理起源
Non-resonant nonlinearities 非共振非线性 •由 ,令 ,有 。 • 即在 不为零时,频率为ω的入射光场在介质中产生了频率为2ω的出射光场。
• 将一个电子束缚到一个原子中的电场幅度在1010-1011 V m-1左右,在光电场幅 度与该数值接近时非线性效应开始凸显。
•由
,此时光强需要达到1019 W m-2,可以由高功率激光来实现。
• 实际上并不需要上述的高光强,因为大量原子的微弱非线性效应可以叠加在 一起产生可观的宏观非线性效应 – 需要相位同步即“phase matching”条件。
原子跃迁的光谱线型函数
二、光学非线性的物理起源
Resonant nonlinearities 共振非线性 • 同样可以得到介质的单位时间内添加到光束中的受激发射光子数目:
• 此时单位时间内减少的光子数目为
,即净吸收速率。
• 随着光束在介质中的传播,其强度逐渐减小:定义z处的光强为I(z),dz内光强的变化 为dI ,此时有 。 • 由于光束强度定义为单位时间在单位面积上通过的能量(W m-2),有 ,即 。

美国加州大学伯克利分校:研制出可智能发电的新型纳米纤维

美国加州大学伯克利分校:研制出可智能发电的新型纳米纤维

新发 明将在 上海世 博会台湾馆展 示。
可将机械 能量转化为 电能, 转化率达 2%。 0 未来
台湾 纺织产业综合研究所将L D包裹在纺 这种新 型材料 将对人类 生活产 生积极 的影响。 E
织纱线 中,增加 了纺织 品的应用 范围和 附加价 据林立伟介绍 , 一般纺织 品纤维直径 为 1 0岬 。 值 ,2 0 0 8年先完成雏 型 ,2 0 0 9年正式将 L D 纳米纤维只有 1Im。如 果把这种 纤维织入 纺 E L
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新型发光材料推荐信模板

新型发光材料推荐信模板

尊敬的[收信人姓名]:我写这封信是为了向您强烈推荐一种新型发光材料——双羰基杂化硼氮多重共振骨架(h-BNCO)材料。

这种材料由我国苏州大学与日本九州大学团队合作研发,并在发光领域展现出极大的潜力。

我相信,这种材料的引入将为您的研究带来突破性的进展。

OLED(有机电致发光)技术因其高发光效率、高发光色纯度和优异的器件稳定性而在显示领域备受关注。

然而,传统的OLED技术在效率衰减问题上一直存在瓶颈。

而双羰基杂化硼氮多重共振骨架(h-BNCO)材料的引入,使得OLED器件在发光色纯度、器件效率和稳定性三个方面实现了全面改善。

基于这一新型发光材料构筑的OLED器件,其发光色纯度更高,效率衰减问题得到了显著解决,且器件稳定性得到了极大提升。

此外,h-BNCO材料在光物理测试中表现出了优异的性能,包括1.79105s1的反向系间窜越速率和接近100%的荧光量子产率。

这些特性使得基于h-BNCO的OLED器件在1000cd·m-2的亮度下,衰减效率仅为14%,且器件寿命达到了约137小时。

这些数据表明,h-BNCO材料在实际应用中具有极高的稳定性和效率。

值得一提的是,这种新型发光材料不仅可以应用于OLED领域,还可以广泛应用于照明、生物标记、检测和成像等领域。

其独特的光学性能、高灵敏度、优异的光学稳定性和环保特性,使得它在这些领域具有广泛的应用前景。

因此,我强烈建议您深入了解并尝试将双羰基杂化硼氮多重共振骨架(h-BNCO)材料应用到您的研究中。

我相信,这种新型发光材料将为您的研究带来前所未有的突破,并为您的学术生涯带来巨大的成功。

最后,我恳请您考虑这一建议,并给予这种新型发光材料一个机会。

我期待着您的回复,并愿意为您提供更多关于这种材料的信息。

谢谢。

纳米光学之微纳制备技术

纳米光学之微纳制备技术

Dong X Z, Zhao Z S, (b) Duan X M. Micronanofabricatio n of assembled three-dimensional microstructures by designable multiple beams multiphoton processing. Appl Phys Lett, 2007, 91(12): 124103 (d) 董贤子, 段宣明. 双光子三维微结构快速制备技术. 光学精密工程, 2007, 15(4): 441—446
0 0.5 1
z / lTA
双光子吸收 讨论1 2 的情况:
N (1 , 0) N (2 , 0) z / lTA N (2 , z )=N (2 , 0) e N (1 , 0) N (2 , 0)e z / lTA
N (1 ,0) N (2 ,0) 是一个小量,上式指数展开为:
(3)
)
的光电场表达式为:
2
E2
E1 (1 ) E(1, z)a(1 )e
ik1z
1
3
E1
E2 (2 ) E(2 , z)a(2 )e
ik2 z
双光子吸收 相应的三阶非线性极化强度的复振幅为:
P (3) (1 ) 6 0 (3) (2 , 2 , 1 ) a(2 ) a(2 ) a(1 ) E (2 , z ) E (1 , z )eik1z P (3) (2 ) 6 0 (3) (1 , 1 , 2 ) a(1 ) a(1 ) a(2 ) E (1 , z ) E (2 , z )eik2 z
Dong X Z, Zhao Z S, Duan X M. Micronanofabrication of assembled threedimensional microstructures by designable multiple beams multiphoton processing. Appl Phys Lett, 2007, 91(12)raphy 光学光刻 Optical Lithography ; PhotoLithography 下一代光刻技术 NGL (Next Generation Lithography) EUV = extreme ultraviolet 极紫外光刻 EPL = electron projection lithography 电子束投影光刻 ML2 = maskless lithography 无掩模光刻 IPL = ion projection lithography 离子束投影光刻 PXL = proximity x-ray lithography 软X接近式光刻 PEL = proximity electron lithography 电子接近式光刻 电子束光刻 EBL(E-Beam Lithography ) 微纳米加工技术 Micro-nanofabrication Technology 纳米制造技术 Nano-manufacturing Technology

多泡声致发光na原子特征光谱的展宽和频移

多泡声致发光na原子特征光谱的展宽和频移

多泡声致发光na原子特征光谱的展宽和频移多泡声致发光(MDL)技术是目前最为常用的研究na原子特征光谱的手段之一。

MDL技术能够通过观测钠原子在等离子体中的发射光谱,来分析其电子结构和能级分布情况。

这里我们将重点介绍MDL技术在展宽和频移方面的应用。

一、展宽在MDL技术中,由于等离子体中钠原子的碰撞与复合过程,其发射光谱线形会发生展宽。

通过对光谱线形进行分析,可以了解等离子体内钠原子的碰撞和复合过程的情况,从而更好地理解钠原子的光谱特性。

常用的展宽模型包括Lorentz模型和Gauss模型。

Lorentz模型适用于在等离子体中没有相互作用的原子,而Gauss模型适用于相互作用较弱的原子。

对于高密度等离子体,可以采用改进的Lorentz-Gauss组合模型。

通过对这些模型进行拟合,可以得到精确的光谱线形参数,从而洞察钠原子在等离子体中的动力学过程。

二、频移MDL技术还可以用于分析钠原子的光谱频移,即光谱线位置发生的变化情况。

频移主要是由于热运动、多体效应和辐射场性质等因素引起的。

频移量可以通过电子温度和电子密度的变化进行计算。

在等离子体中,由于钠原子与其它粒子的碰撞发生,导致能级发生变化,因而造成频移。

特别地,在高密度等离子体中,频移现象更加显著。

通过对频移的测量,有助于研究等离子体中的粒子动力学过程,并且可以应用于等离子体诊断领域。

三、总结在MDL技术中,展宽和频移是两个重要的研究方向。

展宽研究主要从理论上探讨等离子体中的物理过程,而频移研究则可以应用于等离子体诊断和分析等领域。

在未来的研究中,MDL技术会与其它技术相结合,深入挖掘钠原子光谱特性,为相关领域的研究提供更加细致的数据支持。

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Nanofabrication and diffractive optics for high-resolution x-ray applicationsErik H. Anderson, Deirdre L. Olynick, Bruce Harteneck, Eugene Veklerov, Gregory Denbeaux, Weilun Chao, Angelic Lucero, Lewis Johnson, and David AttwoodCitation: Journal of Vacuum Science & Technology B 18, 2970 (2000); doi: 10.1116/1.1321282View online: /10.1116/1.1321282View Table of Contents: /content/avs/journal/jvstb/18/6?ver=pdfcovPublished by the AVS: Science & Technology of Materials, Interfaces, and ProcessingNanofabrication and diffractive optics for high-resolution x-ray applications Erik H.Anderson,a)Deirdre L.Olynick,Bruce Harteneck,Eugene Veklerov,Gregory Denbeaux,Weilun Chao,Angelic Lucero,Lewis Johnson,and David Attwoodwrence Berkeley National Laboratory,Mail Stop2-400,1Cyclotron Road,Berkeley,California94720͑Received15June2000;accepted5September2000͒Short wavelength x-ray radiation microscopy is well suited for a number of material and life sciencestudies.The x-ray microscope͑XM1͒at the Advanced Light Source Synchrotron in Berkeley,California uses two diffractive Fresnel zone plate lenses.Thefirst is a large condenser lens,whichcollects soft x-ray radiation from a bending magnet,focuses it,and serves as a linearmonochromator.The second is the objective zone plate lens,which magnifies the image of thespecimen onto a high-efficiency charge coupled device detector.The objective lens determines thenumerical aperture and ultimate resolution.New objective lens zone plates with a minimumlinewidth of25nm and excellent linewidth control have been fabricated using Berkeley Lab’s100keV Nanowriter electron beam lithography tool,a calixarene high-resolution negative resist,andgold electroplating.Although the condenser zone plate is less critical to the resolution of theinstrument,its efficiency determines theflux on the sample and ultimately the exposure time.A newcondenser zone plate was fabricated and has a9mm diameter,44000zones,and a minimum zonewidth of54nm͑optimally the condenser and objective should have the same zone width͒.It is alsofabricated with the Nanowriter at100keV using poly͑methylmethacrylate͒resist and nickelelectroplating.The phase shift through the nickel absorber material enhances the diffractionefficiency over an amplitude only zone plate.To evaluate the microscope’s performancetransmission test patterns have been made and imaged.Lineout data show modulation for30nmlines and60͑1:2͒spaces to be almost100%.These new diffractive optical elements represent asignificant advancement in thefield of high-resolution soft x-ray microscopy.Diffractive opticalelements have been used to measure the wave front error of an extreme ultraviolet projection opticalsystem.The reference wave is generated by the spherical wave generated by diffraction from a smallfreestanding pinhole.©2000American Vacuum Society.͓S0734-211X͑00͒11106-0͔I.INTRODUCTIONIn the soft x-ray region of the electromagnetic spectrum, materials suitable for fabricating refractive lenses are not available.Reflective focusing optics can be constructed us-ing multilayer structures of different materials in limited wavelength regions as,for example,is used in extreme ultra-violet͑EUV͒lithography.1Large angle͑grazing͒incidence reflection can also be used to make focusing x-ray optics.2 Optical elements based on diffraction,such as Fresnel zone plates,have shown very high resolution and are used in x-ray microscopes for probe formation and imaging.Instruments in which the x-ray beam is focused to a small spot and the sample or beam is scanned can provide a wealth of signals suitable for detection,transmitted x-ray intensity,3 photoelectron4intensity and spectra,andflorescence imaging.5In addition to probe formation,zone plates are used as imaging elements to magnify the radiation transmit-ted through an object onto a suitable detector in a conven-tional microscope configuration.The XM1microscope at Berkeley Laboratory’s Advanced Light Source Synchrotron is configured as a conventional x-ray microscope.6 The position of the zones for a Fresnel zone plate are given by the equationR2͑m͒ϭm␭fϩ͑m␭͒2/4,where R is the radius of the zone,m an integer is the zone number,␭is the wavelength,and f is the focal length.Pro-vided that the zone plate has enough zones͑about100͒the outer zones act like a localized grating with period2␦,where ␦is thefinest zone width.The numerical aperture of a zoneplate is then␭/(2␦)and this sets the scale for the resolution of the lens.Therefore,the requirement for high spatial reso-lution forces the fabrication of the smallest zone width pos-sible.High-resolution electron beam lithography is well suited for exposing thefine feature zones and other diffrac-tive optics structures with the necessary pattern placement accuracy.II.NANOWRITER HIGH RESOLUTION ELECTRON BEAM LITHOGRAPHY SYSTEMFigure1shows a photograph of the lithography tool used for the fabrication of x-ray zone plates and other diffractive optical elements.This tool has the same electron optical col-umn,stage,and support electronics of the Leica Microsys-tems VB6-HR7system coupled with a unique digital pattern generator͑DPG͒,ideally suited for curved structures,and control software developed internally at Berkeley Laboratory.8The Leica column consists of a thermalfield emission source for high brightness giving small probe sizea͒Electronic mail:EHAnderson@29702970 J.Vac.Sci.Technol.B18…6…,NovÕDec20000734-211XÕ2000Õ18…6…Õ2970Õ6Õ$17.00©2000American Vacuum Societyand high current.The accelerating voltage is variable be-tween 20and 100kV with the best lithography results ob-tained at 100kV.The stage has travel over approximately 150mm by 150mm area and incorporates a three axis ͑x,y ,␪͒,␭/1024͑0.6nm ͒resolution interferometer for positional measurement,feedback,and control.The vacuum system uses oil-free dry turbo and backing pumps for clean contamination-free operation.The sample holders are ini-tially pumped in a load-lock and are transported by a robotic arm either directly to the stage or to one of two holding areas for temperature conditioning.Holders made by Leica are front surface referenced for height control and allow 3,4,5,6,and 8in.wafers as well as 6in.square by 1/4and 1/8in.thick mask plates to be used.A transmitted electron detector is mounted directly under the stage for on-axis alignment and calibration.The DPG delivers X and Y analog deflection signals for both the major ͑slow-speed and large deflection ͒and minor ͑high-speed and small deflection ͒amplifiers.The minor field size is 1/64of the major field size and the amplifier has a 25MHz bandwidth.The fine focus,X and Y stigmation signals are dynamically corrected by the DPG and fed into the re-spective correction coil amplifiers.The blanking signal from the DPG drives the high-speed blanking plate amplifier using differential ECL signals.The critical DPG electronics isphysically located near the column to minimize signal path lengths and degradation.The control computer ‘‘talks’’to the Leica subsystems such as the electron optics,stage,and robot control using a 10Mbit/s ethernet interface.The con-trol computer has a frame grabber board and high-speed im-age coprocessor board to rapidly evaluate numerically inten-sive fast Fourier transform calculations for correlation based mark detection.A window wafer made of a 100nm Si 3N 4membrane with gold ‘‘islands’’͑10nm evaporated gold annealed in air 60min at 170°C ͒,is shown in Fig.2,and is used to establish proper on-axis ing an automatic focus/stigmation algorithm that minimizes the size and nonround-ness of the autocorrelation function,an array ͑typically 6by 6͒of data points is measured within the exposure field.The coefficients of a two dimensional polynomial function are determined by a singular value decomposition 9of the mea-sured data values.The corrections are applied and repeated if necessary.In the larger fields,nonlinear distortion correc-tions become important.The laser feedback control of the stage is next calibrated by first taking an image of a reference mark and then moving the stage a short distance within the feedback range.A new image is taken and the process is repeated for four different positions of the stage.Cross-correlation functions are used to determine the positional change between the initial mark position and four subsequent measured positions.Again singular value decomposition is used to determine the proper feedback linear terms from the overdetermined set of data.When the laser feedback is prop-erly calibrated the reference mark will appear to be station-ary with the stage moving to different positions.After laser feedback calibration,the nonlinear distortions of the expo-sure field are measured and corrected in a similar way.First,an image of a reference mark is recorded in the center of the field.The stage and deflection are moved together in atwo-F IG .1.Nanowriter electron beam lithography tool for ultrahigh resolution research and development lithography.Column,stage,and ancillaries built by Leica Microsystems.Digital Pattern Generator,data path,and control software developed at Lawrence Berkeley NationalLaboratory.F IG .2.Transmitted electron signal measured by the diode detector under the sample stage of gold ‘‘islands’’used for alignment and calibration.The gold islands are formed by annealing 10nm of evaporated gold for 60min in a 170°C oven on a 100nm thick window of Si 3N 4.These structures have high-spatial resolution and a sharp autocorrelation function.The x and y units are 2nm/pixels.JVST B -Microelectronics and Nanometer Structuresdimensional array throughout the field and subsequent im-ages of the mark are taken at each point.The displacement at each point is determined by cross-correlation calculation be-tween the reference image and mark image.Figure 3shows the magnitude of the nonlinear corrections for a 524␮m exposure field and the final correction values.Accurate beam placement is critical for diffractive optics since placement errors introduce phase errors and the phase relationships across the entire optic surface must be a small fraction of the smallest linewidth.For diffraction limited resolution the phase error should be smaller than ␲/8with a 25nm outer zone width,the placement should be 25nm/8rms,giving 3␴placement of 9nm or better.Finally,the minor field deflec-tion is calibrated against the major field.A reference image is taken of a mark and compared with a set of four images taken with the minor field set to boundary limits and the major field set to an equal and opposite deflection.When properly aligned the reference mark remains stationary and deviations from the reference location are analyzed to apply corrections to the minor field scaling and rotation terms.III.ZONEPLATE FABRICATION PROCESSING A number of resist processes are used to take advantage of sensitivity and resolution tradeoffs.The resist with the highest resolution,‘‘4-methyl-1-acetoxycalix ͓6͔arene’’10,11also has the highest dose requirement.For the condenser zone plate,950molecular weight poly ͑methylmethacrylate ͒͑PMMA ͒resist 12was used.For other applications resists based on DUV chemically amplified products are used.13–15The membrane windows for both the condenser and objec-tive zone plates are formed by back etching a 100nm thick Si 3N 4coated wafer.The condenser window consists of four5mm square sections with ‘‘support’’silicon rger windows,10mm by 10mm,were first used but found to be easily broken during processing,and the area lost to the support structure was a small compromise necessary to achieve acceptable yield.Figure 4shows the condenser zone plate and the support structure.A thin electroplating base of 5nm chrome and 12nm gold is evaporated onto the window wafer.A coating of PMMA is spun onto the wafer and baked at 170°C for 90min to form a thickness of 250nm.The wafer is exposed with a 100kV electron beam at a current of about 2.3nA,slightly compromising ultimate system resolu-tion but necessary to finish the exposure in a reasonable time,approximately 48h.The wafer is developed in 2:1ratio of isopropyl alcohol ͑IPA ͒and methyl-iso-butyl-ketone for 45s,rinsed in IPA,and carefully dried with N 2.The zone plate is then given a short plasma clean in oxygen to remove con-tamination from the plating base,typically removing 10nm of PMMA.The wafer is electroplated in a commercial nickel plating solution 16with an apparatus developed to keep the solution clean and at a constant temperature.The plating progress is monitored by measurement of the difference in step height between the plated areas and the PMMA resist in an off zone plate test structure.After the plating is completed the PMMA is stripped in solvents and the wafer is cleaned.The processing for the objective zone plate starts with a thin 100␮m thick window wafer ͑due to the mechanical requirements of the XM1microscope ͒with 100nm Si 3N4F IG .3.Optical micrograph of the condenser zone plated fabricated using 100keV electron beam lithography,PMMA resist,and nickel electroplating.The zone plate is 9mm in diameter,has 41,000zones,and a smallest zone width of 54nm.F IG .4.SEM of an objective,microzoneplate.The outer zones,shown at the bottom are 25nm and good linewidth control is observed across the struc-ture.J.Vac.Sci.Technol.B,Vol.18,No.6,Nov ÕDec 2000membrane.Previous work demonstrated that calixarene re-sist produced smaller linewidth zone plates than PMMA.10The full chemical name of this resist is ‘‘4-methyl-1-acetoxycalix ͓6͔arene’’and was purchased from the chemical company TCI America.17This material did not fully dissolve in the solvent o -dichlorobenzene but fortunately when a small amount of dichloromethane was added the material dissolved.The calixarene resist is spin coated after chrome–gold plating base is evaporated and baked in an oven at 170°C for 30min.The wafer is exposed under high-resolution beam conditions at 100kV,0.5nA beam current at a dose of about 27000␮C/cm 2.These very high dose and high-resolution beam conditions result in relatively long ex-posures ͑10min each zone plate ͒.The basic stability of the tool is required to complete the exposure without significant drift or change during the exposure time.The exposed samples are developed in xylenes for 30s and rinsed in IPA for 30s.The wafer is oxygen cleaned and plated in a com-mercial gold solution.18A scanning electron-microscope ͑SEM ͒micrograph showing the electroplated structure is shown in Fig.4.The gold lines at the edge of the zone plate have a linewidth of 25nm and good linewidth control is observed across the sample.This is necessary but not suffi-cient for diffraction limited operation since zone placement is critical.The condenser and objective zone plates are in-stalled at the XM1microscope and used to study a variety of scientific samples.IV.X-RAY MICROSCOPY IMAGES FROM XM1The layout of the XM1microscope beam line is shown in Fig.5.The radiation from the bending magnet is reflected off a nickel coated flat mirror to remove the higher energy x rays,and collected by the condenser zone plate.The con-denser focuses the radiation onto the sample through a small aperture,the combination of which forms a linear monochro-mator.Wavelengths longer or shorter than the desired wave-length are focused behind and ahead of the aperture,respec-tively.The soft x rays transmitted through the sample are imaged by the objective zone plate onto a sensitive back-thinned charge coupled device ͑CCD ͒detector equipped with low noise readout electronics.Figure 6shows a x-ray micro-graph of thin gold 30nm wide lines and 60nm space grating and corresponding intensity lineout.The modulation of the lineout is almost 100%.Figure 7shows 18nm lines and 54nm spaces with a high modulation lineout.Research is on-going to determine the ultimate resolution limit of the sys-tem,which is estimated to be in the 20nm range.V.DIFFRACTIVE OPTICS FOR PHASE SHIFTING POINT DIFFRACTION INTERFEROMETRYThe development of optical systems for EUV lithography requires an accurate measurement of the system’s wave front.A phase shifting point diffraction interferometer ͑PDI ͒described by Goldberg et al.19is used for these measure-ments.The wave front under test is passed unperturbed through an aperture and a spherical wave front is produced by a small pinhole.The interference between these two pat-terns is recorded on a CCD detector and analyzed by a com-puter to determine the wave front aberrations.The critical diffractive element is this mask which contains theapertureF IG yout of XM1x-ray micro-scope at the Advanced Light Source Synchrotron.The broad band radiation from a bending magnet is reflected off a nickel mirror at grazing incidence onto the condenser zone plate.This zone plate focuses the beam onto the sample.The condenser zone plate and the aperture at the sample plane form a linear monochronometer.The radia-tion transmitted through the sample is imaged with high magnification onto the back thinned CCDdetector.F IG .6.X-ray micrograph of thin gold 30nm lines and 90nm period grating and corresponding intensity lineout.The modulation is almost 100%.JVST B -Microelectronics and Nanometer Structuresand pinhole,both of which must be ‘‘freestanding’’to elimi-nate the introduction of artifacts from phase shifts in the membrane and the potential of beam induced contamination buildup.Figure 8shows the PDI mask structure prior to etch-ing.A wafer with Si 3N 4windows is spin coated with a posi-tive chemically amplified resist ͑KRS ͒invented by IBM.13The wafers are soft baked on a hot plate for 2min at 110°C and the aperture and pinhole patterns are exposed with 100kV lithography and developed using diluted MF312devel-oper.A postexposure bake is not required.The pattern is transferred by reactive ion etching of the Si 3N 4all the way through the membrane.Care must be exercised to avoid overetching which will cause window breaking.After etch-ing the absorber material,nickel is evaporated on both the front side and back side of the wafer.About 240nm of nickel ͑total ͒can be evaporated before the added stress breaks the windows.VI.CONCLUSIONDiffractive optical elements for x-ray applications stress the limits of nanofabrication due to the demanding require-ments for fine linewidth structures and accurate image place-ment.A high-resolution electron beam lithography tool,which incorporates unique pattern generation hardware,has been used to fabricate large condenser zone plates and 25nm outer zone width objective zone plates.These Fresnel lenses have been installed at the XM1x-ray microscope and used for a number of projects in life science and material science research.A free standing diffractive structure for a common-path phase shifting point diffraction interferometer was fab-ricated and used to make high-accuracy measurements of a large four mirror EUV optical system.The electron beam lithography tool has proven its capability to pattern fine line-width structures with excellent pattern placement.ACKNOWLEDGMENTSThis work was supported by the Defense Advanced Re-search Project Agency Advanced Lithography Program through the U.S.Department of Energy under Contract No.DE-AC03-76SF00098.The authors gratefullyacknowledgeF IG .7.X-ray micrograph of thin 18nm lines and 72nm periodgrating.F IG .8.SEM micrograph of phase shift point diffraction interferometer ob-ject structure used to pass the primary beam unaltered and generate a spheri-cal reference beam.The interference pattern between the primary beam and the reference beam is recorded on a CCD imager and processed to provide information about the primary beam wave front.J.Vac.Sci.Technol.B,Vol.18,No.6,Nov ÕDec 2000the contributions of Volker Boegli and Lawrence Muray in the electron beam lithography tool development,the late Werner Meyer-Ilse for x-ray microscopy with zone plate op-tics,Ken Goldberg and Patrick Naulleau for PID mask de-velopment,and Linda Geniesse for artwork preparation.1D.Tichenor et al.,Proc.SPIE3997,48͑2000͒.2P.Kirkpatrick and A.V.Baez,J.Opt.Soc.Am.38,766͑1948͒.3C.Jacobsen,S.Williams,E.Anderson,M.T.Browne,C.J.Buckley,D. 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Sci.Technol.B16,3284͑1998͒.15E.A.Dobisz and C.R.K.Marrian,J.Vac.Sci.Technol.B15,2327͑1997͒.16Sulfamex make up solution,Enthone Omi,350Frontage Rd.,West Ha-ven,CT06516.17TCI America,9211North Harborgate St.,Portland,OR97203.18BDT510make up solution,Enthone Omi,350Frontage Rd.,West Haven, CT06516.19K.A.Goldberg,P.Naulleau,P.Batson,P.Denham,E.H.Anderson,H. Chapman,and J.Bokor,J.Vac.Sci.Technol.B,these proceedings.JVST B-Microelectronics and Nanometer Structures。

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