Optical Properties of Polyimide Thin Films. Effect of Chemical Structure and Morphology
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Model and Visualization of Ray Tracing Using Javascript and HTML5 for TIR Measurement System Equipped with Equilateral Right Angle Prism
Invited talk in parallel session of the 2nd Indonesian Student Conference on Science and Mathematics (ISCSM-2), 11-12 October 2013, Bandung, Indonesia Model and Visualization of Ray Tracing using JavaScript and HTML5 for TIR Measurement System Equipped with Equilateral Right Angle Prism S. Viridi 1 and Hendro 2 1Nuclear Physics and Biophysics, Institut Teknologi Bandung, Bandung 40132, Indonesia 2Theoretical High Energy Physics and Instrumentation, Institut Teknologi Bandung, Bandung 40132, Indonesia [email protected], [email protected] Abstract Trace of ray deviated by a prism, which is common in a TIR (total internal reflection) 2013 measurement system, is sometimes difficult to manage, especially if the prism is an Oct equilateral right angle prism (ERAP). The point where the ray is reflected inside the right- 2 1 angle prism is also changed as the angle of incident ray changed. In an ATR (attenuated total reflectance) measurement system, range of this point determines size of sample. Using JavaScript and HTML5 model and visualization of ray tracing deviated by an ERAP is perform and reported in this work. Some data are obtained from this visualization and an empirical relations between angle of incident ray source θS , angle of ray detector hand θ D′ , [physics.optics] and angle of ray detector θ D are presented for radial position of ray source RS = 25 cm , v1 radial position of ray detector RD = 20 cm , height of right-angle prism t =15 cm , and 0000 . 0 refractive index of the prism n = 5.1 . 1 Keywords: deviation angle, equilateral right angle prism, total internal reflection, JavaScript, HTML5. -
Chapter 4 Reflected Light Optics
l CHAPTER 4 REFLECTED LIGHT OPTICS 4.1 INTRODUCTION Light is a form ofelectromagnetic radiation. which may be emitted by matter that is in a suitably "energized" (excited) state (e.g.,the tungsten filament ofa microscope lamp emits light when "energized" by the passage of an electric current). One ofthe interesting consequences ofthe developments in physics in the early part of the twentieth century was the realization that light and other forms of electromagnetic radiation can be described both as waves and as a stream ofparticles (photons). These are not conflicting theories but rather complementary ways of describing light; in different circumstances. either one may be the more appropriate. For most aspects ofmicroscope optics. the "classical" approach ofdescribing light as waves is more applicable. However, particularly (as outlined in Chapter 5) when the relationship between the reflecting process and the structure and composition ofa solid is considered. it is useful to regard light as photons. The electromagnetic radiation detected by the human eye is actually only a very small part of the complete electromagnetic spectrum, which can be re garded as a continuum from the very low energies and long wavelengths characteristic ofradio waves to the very high energies (and shortwavelengths) of gamma rays and cosmic rays. As shown in Figure 4.1, the more familiar regions ofthe infrared, visible light, ultraviolet. and X-rays fall between these extremes of energy and wavelength. Points in the electromagnetic spectrum can be specified using a variety ofenergy or wavelength units. The most com mon energy unit employed by physicists is the electron volt' (eV). -
Optical Properties of Tio2 Based Multilayer Thin Films: Application to Optical Filters
Int. J. Thin Fil. Sci. Tec. 4, No. 1, 17-21 (2015) 17 International Journal of Thin Films Science and Technology http://dx.doi.org/10.12785/ijtfst/040104 Optical Properties of TiO2 Based Multilayer Thin Films: Application to Optical Filters. M. Kitui1, M. M Mwamburi2, F. Gaitho1, C. M. Maghanga3,*. 1Department of Physics, Masinde Muliro University of Science and Technology, P.O. Box 190, 50100, Kakamega, Kenya. 2Department of Physics, University of Eldoret, P.O. Box 1125 Eldoret, Kenya. 3Department of computer and Mathematics, Kabarak University, P.O. Private Bag Kabarak, Kenya. Received: 6 Jul. 2014, Revised: 13 Oct. 2014, Accepted: 19 Oct. 2014. Published online: 1 Jan. 2015. Abstract: Optical filters have received much attention currently due to the increasing demand in various applications. Spectral filters block specific wavelengths or ranges of wavelengths and transmit the rest of the spectrum. This paper reports on the simulated TiO2 – SiO2 optical filters. The design utilizes a high refractive index TiO2 thin films which were fabricated using spray Pyrolysis technique and low refractive index SiO2 obtained theoretically. The refractive index and extinction coefficient of the fabricated TiO2 thin films were extracted by simulation based on the best fit. This data was then used to design a five alternating layer stack which resulted into band pass with notch filters. The number of band passes and notches increase with the increase of individual layer thickness in the stack. Keywords: Multilayer, Optical filter, TiO2 and SiO2, modeling. 1. Introduction successive boundaries of different layers of the stack. The interface formed between the alternating layers has a great influence on the performance of the multilayer devices [4]. -
Collimation & Termination
Collimation & Termination Wei-Chih Wang Southern Taiwan University of Technology w. wang Fiber Direct Focusing Bare fiber coupling fiber X-Y lens stage w. wang Pigtailed and connectorized fiber optic devices w. wang Mechanical Splicing w. wang Bare Fiber to Fiber Connection Mechanical coupler SMA Fiber Optic Coupler w. wang Fiber connector types Biconic Connector A single fiber connector, body has a cone shaped tip, and a threaded barrel for securing to the coupler. Ferrule can be either ceramic or stainless steel. Generally heat cured. Mainly found on older electronic equipment and infrastructure. Generally considered a high loss connector. w. wang ST Connector A single fiber connector with either composite or ceramic bayonet style ferrules (2.5mm). Connector body is molded plastic using a twist- lock latching mechanism. This style of connector is found in many applications, one of the first truly universal connector. Also used in APC (angled) applications. w. wang FC Connector A single fiber connector with a standard (2.5mm) ceramic ferrule. Connector body can be metal and or plastic molded, and the threaded keyed barrel ensures reliable coupling. This is a good style for high vibration environments. Also a popular APC (angled) style. Found in telecommunication equipment and CCTV & CATV applications. w. wang Photonic crystal fiber coupler • Fiber couplers made with photonic crystal fibers (PCF). Two types of PCF were fabricated by means of stacking a group of silica tubes around a silica rod and drawing them. The fiber couplers were made by use of the fused biconical tapered method. With a fiber that had five hexagonally stacked layers of air holes, a 3367 coupling ratio was obtained, and with a one-layer four-hole fiber, a 4852 coupling ratio was obtained. -
Optical Properties of Materials JJL Morton
Electrical and optical properties of materials JJL Morton Electrical and optical properties of materials John JL Morton Part 5: Optical properties of materials 5.1 Reflection and transmission of light 5.1.1 Normal to the interface E z=0 z E E H A H C B H Material 1 Material 2 Figure 5.1: Reflection and transmission normal to the interface We shall now examine the properties of reflected and transmitted elec- tromagnetic waves. Let's begin by considering the case of reflection and transmission where the incident wave is normal to the interface, as shown in Figure 5.1. We have been using E = E0 exp[i(kz − !t)] to describe waves, where the speed of the wave (a function of the material) is !=k. In order to express the wave in terms which are explicitly a function of the material in which it is propagating, we can write the wavenumber k as: ! !n k = = = nk0 (5.1) c c0 where n is the refractive index of the material and k0 is the wavenumber of the wave, were it to be travelling in free space. We will therefore write a wave as the following (with z replaced with whatever direction the wave is travelling in): Ex = E0 exp [i (nk0z − !t)] (5.2) In this problem there are three waves we must consider: the incident wave A, the reflected wave B and the transmitted wave C. We'll write down the equations for each of these waves, using the impedance Z = Ex=Hy, and noting the flip in the direction of H upon reflection (see Figure 5.1), and the different refractive indices and impedances for the different materials. -
Investigation of Dichroism by Spectrophotometric Methods
Application Note Glass, Ceramics and Optics Investigation of Dichroism by Spectrophotometric Methods Authors Introduction N.S. Kozlova, E.V. Zabelina, Pleochroism (from ancient greek πλέον «more» + χρόμα «color») is an optical I.S. Didenko, A.P. Kozlova, phenomenon when a transparent crystal will have different colors if it is viewed from Zh.A. Goreeva, T different angles (1). Sometimes the color change is limited to shade changes such NUST “MISiS”, Russia as from pale pink to dark pink (2). Crystals are divided into optically isotropic (cubic crystal system), optically anisotropic uniaxial (hexagonal, trigonal, tetragonal crystal systems) and optically anisotropic biaxial (orthorhombic, monoclinic, triclinic crystal systems). The greatest change is limited to three colors. It may be observed in biaxial crystals and is called trichroic. A two color change may be observed in uniaxial crystals and called dichroic. Pleochroic is often the term used to cover both (2). Pleochroism is caused by optical anisotropy of the crystals Dichroism can be observed in non-polarized light but in (1-3). The absorption of light in the optically anisotropic polarized light it may be more pronounced if the plane of crystals depends on the frequency of the light wave and its polarization of incident light matches plane of polarization of polarization (direction of the electric vector in it) (3, 4). light that propagates in the crystal—ordinary or extraordinary Generally, any ray of light in the optical anisotropic crystal is wave. divided into two rays with perpendicular polarizations and The difference in absorbance of ray lights may be minor, but different velocities (v1, v2) which are inversely proportional to it may be significant and should be considered both when the refractive indices (n1, n2) (4). -
7.1 Optical Constants and Light Transmittance
7 . Optical Properties 7・ 1 Optical Constants and Light Transmittance The refractive index of Iupilon / NOVAREX at normal temperature is nD 25℃ = 1,585 The temperature characteristic is as shown in Fig. 4・1・1‐1. The refractive index of other resins was shown in Table 7・1‐1. Table 7・1‐1 Refractive index of various plastics Polymers nD 25 Polymers nD 25 Polymers nD 25 Polymethyl・methacrylate1.490‐1.500 Polystyrene 1.590‐1.600 (PMMA) 1.570 PETP 1.655 Polymethylstyrene 1.560‐1.580 Acrylonitrile・ 66 Nylon 1.530 Polyvinyl acetate 1.450‐1.470 Styrene(AS Polyacetal 1.480 Polytetrafluoroethylene 1.350 Polutrifluoro Polyvinyl chloride 1.540 1.430 Phenoxy resin 1.598 ethylene monochloride Polyvinylidene chloride 1.600‐1.630 1.510 Polysulphone 1.633 Low density polyethylene High density Cellulose acetate 1.490‐1.500 1.540 SBR 1.520‐1.550 polyethylene Propionic acid 1.460‐1.490 Polypropylene 1.490 TPX 1.465 Cellulose 1.460‐1.510 Polybutyrene 1.500 Epoxy resin 1.550‐1.610 Nitrocellulose The relation between light transmittance and thickness of Iupilon / NOVAREX is shown in Fig. 7・1‐1. The wavelength characteristic is shown in Fig. 7・1‐2. The light transmittance wavelength characteristics of polycarbonate and other transparent materials are shown in Fig. 7・1‐3. light transmittance light (%) transmi- ttance (%) thickness (mm) wavelength (nm) Fig. 7・1‐1 Relation between light Fig. 7・1‐2 Light transmittance of Iupilon / transmittancee and thickness of Iupilon / NOVAREX NOVAREX glass 5.72mm injection molding PMMA 3.43mm compression molding light 3.25mm transmittance injection molding (%) PC 3.43mm wavelength (nm) Fig. -
Radiometry of Light Emitting Diodes Table of Contents
TECHNICAL GUIDE THE RADIOMETRY OF LIGHT EMITTING DIODES TABLE OF CONTENTS 1.0 Introduction . .1 2.0 What is an LED? . .1 2.1 Device Physics and Package Design . .1 2.2 Electrical Properties . .3 2.2.1 Operation at Constant Current . .3 2.2.2 Modulated or Multiplexed Operation . .3 2.2.3 Single-Shot Operation . .3 3.0 Optical Characteristics of LEDs . .3 3.1 Spectral Properties of Light Emitting Diodes . .3 3.2 Comparison of Photometers and Spectroradiometers . .5 3.3 Color and Dominant Wavelength . .6 3.4 Influence of Temperature on Radiation . .6 4.0 Radiometric and Photopic Measurements . .7 4.1 Luminous and Radiant Intensity . .7 4.2 CIE 127 . .9 4.3 Spatial Distribution Characteristics . .10 4.4 Luminous Flux and Radiant Flux . .11 5.0 Terminology . .12 5.1 Radiometric Quantities . .12 5.2 Photometric Quantities . .12 6.0 References . .13 1.0 INTRODUCTION Almost everyone is familiar with light-emitting diodes (LEDs) from their use as indicator lights and numeric displays on consumer electronic devices. The low output and lack of color options of LEDs limited the technology to these uses for some time. New LED materials and improved production processes have produced bright LEDs in colors throughout the visible spectrum, including white light. With efficacies greater than incandescent (and approaching that of fluorescent lamps) along with their durability, small size, and light weight, LEDs are finding their way into many new applications within the lighting community. These new applications have placed increasingly stringent demands on the optical characterization of LEDs, which serves as the fundamental baseline for product quality and product design. -
Schott Filter Catalog
Definitions Glass Filters 2009 OPTICAL FILTERS TABLE OF CONTENTS Table of Contents Foreword ....................................................................................... 4 1. General information on the catalog data ..................................... 5 2. SCHOTT glass filter catalog: product line ..................................... 6 3. Applications for SCHOTT glass filters ............................................ 7 4. Material: filter glass ..................................................................... 10 4.1 Group names ................................................................................ 10 4.2 Classification ................................................................................. 10 4.2.1 Base glasses .................................................................................. 10 4.2.2 Ionically colored glasses ................................................................. 10 4.2.3 Colloidally colored glasses ............................................................. 11 4.3 Reproducibility of transmission ...................................................... 11 4.4 Thermal toughening ..................................................................... 11 5. Filter glass properties .................................................................. 13 5.1 Mechanical density ........................................................................ 13 5.2 Transformation temperature .......................................................... 13 5.3 Thermal expansion ....................................................................... -
Method of Determining the Optical Properties of Ceramics and Ceramic Pigments: Measurement of the Refractive Index
CASTELLÓN (SPAIN) METHOD OF DETERMINING THE OPTICAL PROPERTIES OF CERAMICS AND CERAMIC PIGMENTS: MEASUREMENT OF THE REFRACTIVE INDEX A. Tolosa(1), N. Alcón(1), F. Sanmiguel(2), O. Ruiz(2). (1) AIDO, Instituto tecnológico de Óptica, Color e Imagen, Spain. (2) Torrecid, S.A., Spain. ABSTRACT The knowledge of the optical properties of materials, such as pigments or the ceramics that contain these, is a key feature in modelling the behaviour of light when it impinges upon them. This paper presents a method of obtaining the refractive index of ceramics from diffuse reflectance measurements made with a spectrophotometer equipped with an integrating sphere. The method has been demonstrated to be applicable to opaque ceramics, independently of whether the surface is polished or not, thus avoiding the need to use different methods to measure the refractive index accor- ding to the surface characteristics of the material. This method allows the Fresnel equations to be directly used to calculate the refractive index with the measured diffuse reflectance, without needing to measure just the specular reflectance. Al- ternatively, the method could also be used to measure the refractive index in transparent and translucent samples. The technique can be adapted to determine the complex refractive index of pigments. The reflectance measurement would be based on the method proposed in this paper, but for the calculation of the real part of the refractive index, related to the change in velocity that light undergoes when it reaches the material, and the imaginary part, related to light absorption by the material, the Kramers-Kronig relations would be used. -
SOLID STATE PHYSICS PART II Optical Properties of Solids
SOLID STATE PHYSICS PART II Optical Properties of Solids M. S. Dresselhaus 1 Contents 1 Review of Fundamental Relations for Optical Phenomena 1 1.1 Introductory Remarks on Optical Probes . 1 1.2 The Complex dielectric function and the complex optical conductivity . 2 1.3 Relation of Complex Dielectric Function to Observables . 4 1.4 Units for Frequency Measurements . 7 2 Drude Theory{Free Carrier Contribution to the Optical Properties 8 2.1 The Free Carrier Contribution . 8 2.2 Low Frequency Response: !¿ 1 . 10 ¿ 2.3 High Frequency Response; !¿ 1 . 11 À 2.4 The Plasma Frequency . 11 3 Interband Transitions 15 3.1 The Interband Transition Process . 15 3.1.1 Insulators . 19 3.1.2 Semiconductors . 19 3.1.3 Metals . 19 3.2 Form of the Hamiltonian in an Electromagnetic Field . 20 3.3 Relation between Momentum Matrix Elements and the E®ective Mass . 21 3.4 Spin-Orbit Interaction in Solids . 23 4 The Joint Density of States and Critical Points 27 4.1 The Joint Density of States . 27 4.2 Critical Points . 30 5 Absorption of Light in Solids 36 5.1 The Absorption Coe±cient . 36 5.2 Free Carrier Absorption in Semiconductors . 37 5.3 Free Carrier Absorption in Metals . 38 5.4 Direct Interband Transitions . 41 5.4.1 Temperature Dependence of Eg . 46 5.4.2 Dependence of Absorption Edge on Fermi Energy . 46 5.4.3 Dependence of Absorption Edge on Applied Electric Field . 47 5.5 Conservation of Crystal Momentum in Direct Optical Transitions . 47 5.6 Indirect Interband Transitions . -
Optical Properties of Polymeric Materials for Concentrator Photovoltaic Systems
Solar Energy Materials & Solar Cells 95 (2011) 2077–2086 Contents lists available at ScienceDirect Solar Energy Materials & Solar Cells journal homepage: www.elsevier.com/locate/solmat Optical properties of polymeric materials for concentrator photovoltaic systems R.H. French a,b,n, J.M. Rodrı´guez-Parada a, M.K. Yang a, R.A. Derryberry a, N.T. Pfeiffenberger a a DuPont Company, Central Research, Exp. Sta., Wilmington, DE 19880, USA b Department of Materials Science & Engineering, 510 White Hall, 2111 Martin Luther King Jr. Drive, Case Western Reserve University, Cleveland, OH 44106-7204, USA article info abstract Article history: As part of our research on materials for concentrator photovoltaics (CPV), we are evaluating the Received 30 July 2010 optical properties and solar radiation durability of a number of polymeric materials with potential Accepted 23 February 2011 in CPV applications. For optical materials in imaging or non-imaging optical systems, detailed Available online 8 May 2011 knowledge of the wavelength-dependent complex index of refraction is important for system Keywords: design and performance, yet optical properties for many polymeric systems are not available in the Fluoropolymer literature. Here we report the index of refraction, optical absorbance, haze, and Urbach edge Ethylene backbone polymer analysis results of various polymers of interest for CPV systems. These values were derived from Polyimide ellipsometry and from using a VUV-VASE and transmission based absorbance spectroscopy on thick Index of refraction film samples. Optical absorbance Fluoropolymers such as poly(tetrafluoroethylene-co-hexafluoropropylene) (Teflons FEP), poly(te- Haze trafluoroethylene-co-perfluoropropyl vinyl ether) (Teflons PFA) and poly(ethylene-co-tetrafluoroethy- lene) (Teflons ETFE Film) have desirable optical and physical properties for optical applications in CPV.