Thermal Metrology Techniques for Ultraviolet

Total Page:16

File Type:pdf, Size:1020Kb

Thermal Metrology Techniques for Ultraviolet THERMAL METROLOGY TECHNIQUES FOR ULTRAVIOLET LIGHT EMITTING DIODES A Thesis Presented to The Academic Faculty by Shweta Natarajan In Partial Fulfillment of the Requirements for the Degree Master of Science in the School of Mechanical Engineering Georgia Institute of Technology December 2012 Copyright 2012 by Shweta Natarajan THERMAL METROLOGY TECHNIQUES FOR ULTRAVIOLET LIGHT EMITTING DIODES Approved by: Dr. Samuel Graham, Advisor School of Mechanical Engineering Georgia Institute of Technology Dr. Andrei G. Fedorov School of Mechanical Engineering Georgia Institute of Technology Dr. Shyh-Chiang Shen School of Electrical and Computer Engineering Georgia Institute of Technology Date Approved: October 18th, 2012 To my parents – Indira and Ram Natarajan, my grandparents – Gowri and P.K. Murthy, and my husband Ashok Rajendar ACKNOWLEDGEMENTS I am grateful to my advisor, Prof. Samuel Graham, for his guidance, mentorship, support and inspiration over the past few years. Prof. Graham taught me to approach a multi-disciplinary problem from its fundamental roots, and challenged me be a better thinker and a better researcher. It has truly been an honor to work with him. I would like to thank Prof. Andrei Fedorov and Prof. Shyh-Chiang Shen for taking the time to be on my committee. Their guidance is very much appreciated. I would like to thank Prof. Timothy Lieuwen and Dr. Jacqueline O’Connor, for their mentorship and teachings during my time as an undergraduate researcher. I am very fortunate to have worked with Jackie - I have learned much from her about solving scientific problems and about being a successful individual, and for that I am grateful. I would like to thank my supervisor during my internship at 3M, Dr. Karl Geisler. I could not have asked for a better mentor. I have learned a lot from him and am truly grateful for his technical and professional guidance. I would like to thank Sukwon Choi and Dr. Thomas Beechem for their guidance regarding Raman spectroscopy. I would also like to thank all members of the Graham group, past and present, for their support and teachings. I am extremely grateful to Dr. Wayne Whiteman and Ms. Glenda Johnson for their insights about graduate school, and their patience with my problems. Their guidance was invaluable. Over the past few years, I have had the fortune to work with and learn from some truly wonderful people. I would like to thank my good friend Dr. Anusha Venkatachalam for teaching me the basics of my research topic, for her support, and for her professional advice. I am very i grateful to my good friend Yishak Habtemichael for his insights into our research, and his constant cheerful demeanor. I am very grateful to my close friends F. Nazli Donmezer and Dr. Anuradha Bulusu for their technical and personal advice, and for their emotional support. I am grateful to Anne Mallow and Dr. Timothy Hsu for being great friends and officemates. These people really did make graduate school at Georgia Tech a happy experience for me, and I could not have made it this far without their support and companionship. I am very grateful to my best friend, Sweta Vajjhala, for always being there for me. She has taught me the value of true friendship, and I am extremely fortunate to have her in my life. Lastly, I am grateful beyond words to my family. I truly owe all of successes to my parents, grandparents, parents-in-law, sister and husband. Their unconditional love and support motivates me to do better every single day. I cannot thank them enough. ii TABLE OF CONTENTS Page ACKNOWLEDGEMENTS i LIST OF TABLES v LIST OF FIGURES vii SUMMARY xv CHAPTER 1 INTRODUCTION AND MOTIVATION 1 1.1 Introduction to UV LEDs 1 1.2 Operating principles of an LED 8 1.3 Fundamental challenges in the development of DUV LEDs 13 1.4 The Flip Chip package structure for high power visible and UV LEDs 26 1.5 The effect of temperature on UV LED degradation 33 1.6 Research motivation and outline 39 2 UV LED PACKAGING AND LITERATURE REVIEW OF UV LED THERMAL METROLOGY 42 2.1 Packaging schemes for high power LEDs 42 2.2 Metrology techniques for high power UV LEDs and literature review of key studies 47 3 EXPERIMENTAL METHODOLOGY FOR INTERNAL DEVICE TEMPERATURE MEASUREMENTS 74 3.1 Device structure, electrode geometries and measurement locations of investigated UV LEDs 74 3.2 Instrumentation, calibration and measurement procedures for micro- Raman spectroscopy 84 iii 3.3 Instrumentation, calibration and measurement procedure for Infrared spectroscopy 89 3.4 Instrumentation, calibration and measurement procedures for Electroluminescence (EL) spectroscopy 91 3.5 Calibration and measurement procedures using the Forward Voltage method 94 4 EXPERIMENTAL RESULTS AND DATA ANALYSIS FOR INTERNAL DEVICE TEMPERATURE MEASUREMENTS 97 4.1 Experimental results and data analysis for micropixel devices 97 4.2 Experimental results and data analysis for interdigitated devices 127 5 MEASUREMENTS OF THE THERMAL RESISTANCE EXTERNAL TO THE LED 138 5.1 Modified Thermal Resistance Analysis by Induced Transient (TRAIT) method 138 5.2 The results of the modified TRAIT method applied to the ANSYS based FEA of an LED package 149 5.3 The results of the modified TRAIT method applied to the white light LED with an IMS substrate 154 5.4 The results of the modified TRAIT method applied to the white light LED with an SMT substrate 158 5.4 The results of the modified TRAIT method applied to the yellow light LED 162 6 CONCLUSIONS AND FUTURE WORK 166 APPENDIX A 170 APPENDIX B 173 APPENDIX C 176 REFERENCES 177 iv LIST OF TABLES Page Table 3.1 Table describing the four micropixel UV LED devices investigated in this study 77 Table 4.1 Stokes peak shift coefficients from Eq. 2.6 for Locations II and III, in a micropixel without a hotspot, in the DUVL device, as well as the coefficient of determination of fit for Eq. 2.6 101 Table 4.2 Peak shift coefficients from Eq. 2.6, and coefficients of linear fit in the correction for inverse piezoelectric stress in Eq. 3.2, as well as the coefficients of determination for Eqs. 2.6 and 3.2, for Location I for the micropixel without the hotspot, in the DUVL device 101 Table 4.3 Linewidth method coefficients of fit, from Eq. 3.9, for Locations II and III, in the micropixel with a hotspot, as well as the coefficient of determination of fit for Eq. 3.9 109 Table 4.4 Temperature rise at the hotspot, measured by micro-Raman thermography at Locations II and III, and by IR thermography, at an input power of 400 mW 109 Table 4.5 Micro-Raman peak shift coefficients for the AlN and sapphire layers (Locations II and III) in the micropixel Devices 1, 2, 3 and 4, from Eq. 2.6, as well as the R2 value of fit 111 Table 4.6 Comparison of temperature measured by EL spectroscopy and micro- Raman spectroscopy on Location I of the DUVL 121 Table 4.7 Vf method calibration coefficients from Eq. 2.1 for the micropixel devices 124 Table 4.8 Micro-Raman peak shift coefficients from Eq. 2.6 for the AlN and p-GaN layers in the interdigitated device, along with the R2 of fit 129 Table 5.1 Thermal resistances and capacitances derived from the modified TRAIT method, for the ANSYS based thermal finite element model of packaged LED 152 Table 5.2 Thermal resistances and capacitances derived from the modified TRAIT method, for the white light LED with an IMS substrate 157 Table 5.3 Thermal resistances and capacitances derived from the modified TRAIT method, for the white light LED with SMT power substrate 161 v Table 5.4 Thermal resistances and capacitances derived from the modified TRAIT method, for the yellow light LED 164 vi LIST OF FIGURES Page Figure 1.1 Properties of the electromagnetic spectrum across various frequencies and wavelengths 2 Figure 1.2 A schematic showing the ultraviolet region of the electromagnetic spectrum sub-divided into regions with various nomenclatures based on wavelength range 3 Figure 1.3 (a) DUV LED water disinfection unit showing flow chamber and (b) DUV LED array with stirrer rod, insider flow chamber 5 Figure 1.4 (a) Different applications of DUV LEDs in NLOS systems and their attributes and functions, and (b) first generation DUV LED communication link showing transmitter with LED array, and receiver 6 Figure 1.5 The external quantum efficiency (EQE) of UV LEDs emitting between 200 nm and 400 nm, arranged by research group or organization of origin 7 Figure 1.6 (a) p-n junction of under zero-bias, and (b) p-n junction under a forward bias V, showing narrowing of depletion region 9 Figure 1.7 Schematic of active regions showing multiple quantum wells, the electron blocking layers and the confinement regions in a GaN based LED 11 Figure 1.8 Plot of bandgap energy against lattice constants, for InN, GaN and AlN at room temperature 13 Figure 1.9 Hexagonal wurtzite structure of AlN and GaN, showing crystal orientation and lattice parameters 14 Figure 1.10 Schematic of the interface between two semiconductors with a lattice mismatch, showing the presence of dangling bonds 15 Figure 1.11 (a) Cubic crystals with different lattice constants, a1 and a0, with a1<a0 and (b) coherently strained pseudomorphic semiconductor layers 16 Figure 1.12 (a) and (b) Screw, edge and mixed type dislocations seen in a TEM image of AlN grown on sapphire through MOCVD, viewed under different directions 17 vii Figure 1.13 Demarcated current path, showing current crowding effects, between the p and n contacts in a GaN based LED grown on an insulating substrate.
Recommended publications
  • Application Note AN-1057
    Application Note AN-1057 Heatsink Characteristics Table of Contents Page Introduction.........................................................................................................1 Maximization of Thermal Management .............................................................1 Heat Transfer Basics ..........................................................................................1 Terms and Definitions ........................................................................................2 Modes of Heat Transfer ......................................................................................2 Conduction..........................................................................................................2 Convection ..........................................................................................................5 Radiation .............................................................................................................9 Removing Heat from a Semiconductor...........................................................11 Selecting the Correct Heatsink........................................................................11 In many electronic applications, temperature becomes an important factor when designing a system. Switching and conduction losses can heat up the silicon of the device above its maximum Junction Temperature (Tjmax) and cause performance failure, breakdown and worst case, fire. Therefore the temperature of the device must be calculated not to exceed the Tjmax. To design a good
    [Show full text]
  • Thermal Analysis
    TECHNIQUE NOTE Thermal Analysis The scientists at EAG are experts in using thermal analysis techniques for materials characterization as well as for designing custom studies. This application note details TGA (Thermogravimetric Analysis), TG-EGA (Thermogravimetric Analysis with Evolved Gas Analysis), DSC (Differential Scanning Calorimetry), TMA (Thermomechanical Analysis) and DMA (Dynamic Mechanical Analysis). These techniques have played key roles in detailed materials identifications, failure analysis and deformulation (reverse engineering) investigations. THERMOGRAVIMETRIC ANALYSIS (TGA) DESCRIPTION • Vaporization, sublimation TGA measures changes in sample weight in a controlled thermal • Deformulation/failure analysis environment as a function of temperature or time. The changes in • Loss on drying sample weight (mass) can be a result of alterations in chemical or • Residue/filler content physical properties. • Decomposition kinetics TGA is useful for investigating the thermal stability of solids and liquids. A sensitive microbalance measures the change in mass of STRENGTHS the sample as it is heated or held isothermally in a furnace. The • Small sample size purge gas surrounding the sample can be either chemically inert • Analysis of solids and liquids with minimal sample preparation or reactive. TGA instruments can be programmed to switch gases during the test to provide a wide range of information in a single • Quantitative analysis of multiple mass loss thermal events experiment. from physical and chemical changes of materials • Separation and analysis of multiple overlapping mass loss COMMON APPLICATIONS events • Thermal stability/degradation studies LIMITATION • Investigating mass losses resulting from physical and chemical changes • Evolved products are identified only when the TGA is connected to an evolved gas analyzer (e.g. TGA/MS or TGA/ • Quantitation of volatiles/moisture FTIR) • Screening additives COPYRIGHT © 2017 EAG, INC.
    [Show full text]
  • How Air Velocity Affects the Thermal Performance of Heat Sinks: a Comparison of Straight Fin, Pin Fin and Maxiflowtm Architectures
    How Air Velocity Affects The Thermal Performance of Heat Sinks: A Comparison of Straight Fin, Pin Fin and maxiFLOWTM Architectures Introduction A device’s temperature affects its op- erational performance and lifetime. To Air, Ta achieve a desired device temperature, Heat sink the heat dissipated by the device must be transferred along some path to the Rhs environment [1]. The most common method for transferring this heat is by finned metal devices, otherwise known Rsp as heat sinks. Base Resistance to heat transfer is called TIM thermal resistance. The thermal resis- RTIM tance of a heat sink decreases with . Component case, Tc Q Component more heat transfer area. However, be- cause device and equipment sizes are decreasing, heat sink sizes are also Figure 1. Exploded View of a Straight Fin Heat Sink with Corresponding Thermal Resis- tance Diagram. growing smaller. On the other hand, . device heat dissipation is increasing. heat sink selection criteria. Q RTIM, as shown in Equation 2. Therefore, designing a heat transfer The heat transfer rate of a heat sink, , . path in a limited space that minimizes depends on the difference between the Q = (Thot - Tcold)/Rt = (Tc - Ta)/Rt (1) thermal resistance is critical to the ef- component case temperature, Tc, and fective design of electronic equipment. the air temperature, Ta, along with the where total thermal resistance, Rt. This rela- This article discusses the effects of air tionship is shown in Equation 1. For Rt = RTIM + Rsp + Rhs (2) flow velocity on the experimentally de- a basic heat sink design, as shown in termined thermal resistance of different Figure 1, the total thermal resistance Therefore, to compare different heat heat sink designs.
    [Show full text]
  • Guide for the Use of the International System of Units (SI)
    Guide for the Use of the International System of Units (SI) m kg s cd SI mol K A NIST Special Publication 811 2008 Edition Ambler Thompson and Barry N. Taylor NIST Special Publication 811 2008 Edition Guide for the Use of the International System of Units (SI) Ambler Thompson Technology Services and Barry N. Taylor Physics Laboratory National Institute of Standards and Technology Gaithersburg, MD 20899 (Supersedes NIST Special Publication 811, 1995 Edition, April 1995) March 2008 U.S. Department of Commerce Carlos M. Gutierrez, Secretary National Institute of Standards and Technology James M. Turner, Acting Director National Institute of Standards and Technology Special Publication 811, 2008 Edition (Supersedes NIST Special Publication 811, April 1995 Edition) Natl. Inst. Stand. Technol. Spec. Publ. 811, 2008 Ed., 85 pages (March 2008; 2nd printing November 2008) CODEN: NSPUE3 Note on 2nd printing: This 2nd printing dated November 2008 of NIST SP811 corrects a number of minor typographical errors present in the 1st printing dated March 2008. Guide for the Use of the International System of Units (SI) Preface The International System of Units, universally abbreviated SI (from the French Le Système International d’Unités), is the modern metric system of measurement. Long the dominant measurement system used in science, the SI is becoming the dominant measurement system used in international commerce. The Omnibus Trade and Competitiveness Act of August 1988 [Public Law (PL) 100-418] changed the name of the National Bureau of Standards (NBS) to the National Institute of Standards and Technology (NIST) and gave to NIST the added task of helping U.S.
    [Show full text]
  • Is the Thermal Resistance Coefficient of High-Power Leds Constant? Lalith Jayasinghe, Tianming Dong, and Nadarajah Narendran
    Is the Thermal Resistance Coefficient of High-power LEDs Constant? Lalith Jayasinghe, Tianming Dong, and Nadarajah Narendran Lighting Research Center Rensselaer Polytechnic Institute, Troy, NY 12180 www.lrc.rpi.edu Jayasinghe, L., T. Dong, and N. Narendran. 2007. Is the thermal resistance coefficient of high-power LEDs constant? Seventh International Conference on Solid State Lighting, Proceedings of SPIE 6669: 666911. Copyright 2007 Society of Photo-Optical Instrumentation Engineers. This paper was published in the Seventh International Conference on Solid State Lighting, Proceedings of SPIE and is made available as an electronic reprint with permission of SPIE. One print or electronic copy may be made for personal use only. Systematic or multiple reproduction, distribution to multiple locations via electronic or other means, duplication of any material in this paper for a fee or for commercial purposes, or modification of the content of the paper are prohibited. Is the Thermal Resistance Coefficient of High-power LEDs Constant? Lalith Jayasinghe*, Tianming Dong, and Nadarajah Narendran Lighting Research Center, Rensselaer Polytechnic Institute 21 Union St., Troy, New York, 12180 USA ABSTRACT In this paper, we discuss the variations of thermal resistance coefficient from junction to board (RӨjb) for high-power light-emitting diodes (LEDs) as a result of changes in power dissipation and ambient temperature. Three-watt white and blue LED packages from the same manufacturer were tested for RӨjb at different input power levels and ambient temperatures. Experimental results show that RӨjb increases with increased input power for both LED packages, which can be attributed to current crowding mostly and some to the conductivity changes of GaN and TIM materials caused by heat rise.
    [Show full text]
  • Thermal-Electrical Analogy: Thermal Network
    Chapter 3 Thermal-electrical analogy: thermal network 3.1 Expressions for resistances Recall from circuit theory that resistance �"#"$ across an element is defined as the ratio of electric potential difference Δ� across that element, to electric current I traveling through that element, according to Ohm’s law, � � = "#"$ � (3.1) Within the context of heat transfer, the respective analogues of electric potential and current are temperature difference Δ� and heat rate q, respectively. Thus we can establish “thermal circuits” if we similarly establish thermal resistances R according to Δ� � = � (3.2) Medium: λ, cross-sectional area A Temperature T Temperature T Distance r Medium: λ, length L L Distance x (into the page) Figure 3.1: System geometries: planar wall (left), cylindrical wall (right) Planar wall conductive resistance: Referring to Figure 3.1 left, we see that thermal resistance may be obtained according to T1,3 − T1,5 � �, $-./ = = (3.3) �, �� The resistance increases with length L (it is harder for heat to flow), decreases with area A (there is more area for the heat to flow through) and decreases with conductivity �. Materials like styrofoam have high resistance to heat flow (they make good thermal insulators) while metals tend to have high low resistance to heat flow (they make poor insulators, but transmit heat well). Cylindrical wall conductive resistance: Referring to Figure 3.1 right, we have conductive resistance through a cylindrical wall according to T1,3 − T1,5 ln �5 �3 �9 $-./ = = (3.4) �9 2��� Convective resistance: The form of Newton’s law of cooling lends itself to a direct form of convective resistance, valid for either geometry.
    [Show full text]
  • Arxiv:1311.4868V1 [Cond-Mat.Mes-Hall] 19 Nov 2013
    Anisotropic magneto-thermal transport and Spin-Seebeck effect J.-E. Wegrowe∗ and H.-J. Drouhin Ecole Polytechnique, LSI, CNRS and CEA/DSM/IRAMIS, Palaiseau F-91128, France D. Lacour Institut Jean Lamour, UMR CNRS 7198, Universit´eH. Poincarr´e,F -5406 Vandoeuvre les Nancy, France (Dated: August 21, 2021) Abstract The angular dependence of the thermal transport in insulating or conducting ferromagnets is derived on the basis of the Onsager reciprocity relations applied to a magnetic system. It is shown that the angular dependence of the temperature gradient takes the same form as that of the anisotropic magnetoresistance, including anomalous and planar Hall contributions. The measured thermocouple generated between the extremities of the non-magnetic electrode in thermal contact to the ferromagnet follows this same angular dependence. The sign and amplitude of the magneto- voltaic signal is controlled by the difference of the Seebeck coefficients of the thermocouple. PACS numbers: 85.80.Lp, 85.75.-d, 72.20.Pa arXiv:1311.4868v1 [cond-mat.mes-hall] 19 Nov 2013 ∗Electronic address: [email protected] 1 Exploiting the properties of heat currents in magnetic systems for data processing and storage is a decisive challenge for the future of electronic devices and sensors. Recent research efforts, in line with spintronics developments, focus more specifically on the properties of the spin degrees of freedom associated to the electric charges and heat currents [1]. Important series of experiments - the so-called spin-pumping and spin-Seebeck measurements - have been performed in this context [2{12]: a magneto-voltaic signal is observed at zero electric current on electrodes that are in thermal contact with a ferromagnet.
    [Show full text]
  • Conceptual Approach to Thermal Analysis and Its Main Applications
    Prospect. Vol. 15, No. 2, Julio-Diciembre de 2017, 117-125 Conceptual approach to thermal analysis and its main applications Aproximación conceptual al análisis térmico y sus principales aplicaciones Alejandra María Zambrano Arévalo1*, Grey Cecilia Castellar Ortega2, William Andrés Vallejo Lozada3, Ismael Enrique Piñeres Ariza4, María Mercedes Cely Bautista5, Jesús Sigifredo Valencia Ríos6 1*M.Sc. Chemical Sciences, Full Professor, Universidad de la Costa. Barranquilla-Colombia. 2M.Sc. Chemical Sciences, Full Professor, Universidad Autónoma del Caribe. Barranquilla-Colombia. 3Ph.D. Chemical Sciences, Full Professor, Universidad del Atlántico. Barranquilla-Colombia. 4M.Sc. Physical Sciences, Occasional Full Professor, Universidad del Atlántico. Barranquilla-Colombia. 5Ph.D. Engineering, Full Professsor, Universidad Autónoma del Caribe. Barranquilla-Colombia. 6Ph. D. Universidad Nacional de Colombia, Vicerrector Universidad Nacional de Colombia (Sede Palmira). Palmira-Colombia. E-mail: [email protected] Recibido 12/04/2017 Cite this article as: A. Zambrano, G.Castellar, W.Vallejo, I.Piñeres, M.M. Aceptado 28/05/2017 Cely, J.Valencia, Aproximación conceptual al análisis térmico y sus principales aplicaciones, “Conceptual approach to thermal analysis and its main applications”. Prospectiva, Vol 15, N° 2, 117-125, 2017. ABSTRACT This work shows to the reader a general description about the techniques of classic thermal analysis as known as Differential Scanning Calorimetry (DSC), Differential Thermal Analysis (DTA) and Thermal Gravimetric Analysis. These techniques are very used in science and material technologies (metals, metals alloys, ceramics, glass, polymer, plastic and composites) with the purpose of characterizing precursors, following and control of process, adjustment of operation conditions, thermal treatment and verifying of quality parameters. Key words: Physical chemistry; Calorimetry; Thermochemistry; Thermal analysis.
    [Show full text]
  • Some Thermal Resistance Values
    Some Thermal Resistance Values Assuming constant thickness of given material Substance R (1 inch) R (1cm) (imperial units) (metric units) Air (non-convecting) 6 0.42 Copper 3.7x10-4 2.6x10-5 Plywood 1.25 8.6x10-2 Glass 0.18 1.3x10-2 Brick 0.11 7.7x10-3 Concrete 0.14 1.0x10-2 Fiberglass batts 3.6 0.25 Polyurethane foam 6.3 0.43 McFarland pg 16-8 To obtain actual R value, multiply by number of inches/cm of thickness Typical R values for various structures Structure R value R value ft2hr°F/Btu m2K/W 2x4 wall with 11 1.94 fiberglass insulation 2x4 wall with 22 3.87 polyurethane foam insulation Ceiling with 11 in. 38 6.87 fiberglass batts Ceiling with 14 in. 49 8.63 fiberglass batts ex Example (imperial units) A homeowner has a total ceiling area of (50 ft)x(20 ft) = 1000 ft2 Currently the attic is insulated with fiberglass insulation having an R value of 8 (“R8”) Question: If the winter temperature is 32°F and the house interior is at 72°F, how much heat is lost through the ceiling assuming no air leakage (just conduction) Q Q 1 1 Btu From ∆T = R we have = A∆T = (1000)(40) = 5000 At t R 8 hr Btu 1055J 1hr Convert 5000 = 1465W = 1.47kW to kW: hr 1Btu 3600s Question: If the homeowner increases to R38 insulation, by what fraction will the heat loss decrease? Heat loss is proportional to 1/R value, therefore the loss will decrease by a fraction (1/38)/(1/8)= 0.21 Role of Fiberglass insulation e.g.
    [Show full text]
  • Beam Sterilization with Gamma Radiation Sterilization
    FABAD J. Pharm. Sci., 34, 43–53, 2009 REVIEW ARTICLE Sterilization Methods and the Comparison of E-Beam Sterilization with Gamma Radiation Sterilization Mine SİLİNDİR*, A. Yekta ÖZER*° Sterilization Methods and the Comparison of E-Beam Sterilizasyon Metodları ve E-Demeti ile Sterilizasyonun Sterilization with Gamma Radiation Sterilization Gama Radyasyonu ile Karşılaştırılması Summary Özet Sterilization is used in a varity of industry field and a strictly Sterilizasyon endüstrinin pek çok alanında kullanılmakta- required process for some products used in sterile regions dır ve medikal cihazlar ve parenteral ilaçlar gibi direk vü- of the body like some medical devices and parenteral drugs. cudun steril bölgelerine uygulanan bazı ürünler için ge- Although there are many kinds of sterilization methods rekli bir işlemdir. Ürünlerin fizikokimyasal özelliklerine according to physicochemical properties of the substances, bağlı olarak pek çok farklı sterilizasyon metodu bulunma- the use of radiation in sterilization has many advantages sına rağmen, radyasyonun sterilizasyon amacıyla kullanı- depending on its substantially less toxicity. The use of mı daha az toksik etkisine bağlı olarak pek çok avantaja sa- radiation in industrial field showed 10-15% increase per every hiptir. Radyasyonun endüstriyel alanda kullanımı her yıl year of the previous years and by 1994 more than 180 gamma bir öncekine oranla %10-15 artış göstermiştir ve 1994’ten irradiation institutions have functioned in 50 countries. As bu yana 50 ülkede 180’den fazla gama ışınlama
    [Show full text]
  • Thermal Analysis Methods
    Modern Methods in Heterogeneous Catalysis Research Thermal analysis methods Rolf Jentoft 03.11.06 Outline • Definition and overview • Thermal Gravimetric analysis • Evolved gas analysis (calibration) • Differential Thermal Analysis/DSC • Kinetics introduction • Data analysis examples Definition Thermal analysis: the measurement of some physical parameter of a system as a function of temperature. Usually measured as a dynamic function of temperature. Types of thermal analysis – TG (Thermogravimetric) analysis: weight – DTA (Differential Thermal Analysis): temperature – DSC (Differential Scanning Calorimetry): temperature – DIL (Dilatometry): length – TMA (Thermo Mechanical Analysis): length (with strain) – DMA (Dynamic-Mechanical Analysis): length (dynamic) – DEA (Dielectric Analysis): conductivity – Thermo Microscopy: image –...– Combined methods Thermogravimetric Developed by Honda in 1915 Oven Oven heated at controlled rate Sample Temperature and Weight are recorded Balance Types of thermal analysis – TG (Thermogravimetric) analysis: weight – DTA (Differential Thermal Analysis): temperature – DSC (Differential Scanning Calorimetry): temperature – DIL (Dilatometry): length – TMA (Thermo Mechanical Analysis): length (with strain) – DMA (Dynamic-Mechanical Analysis): length (dynamic) – DEA (Dielectric Analysis): conductivity – Thermo Microscopy: image – Combined methods DTA/DSC First introduced by Le Chatelier in 1887, perfected by Roberts-Austen 1899 Sample Reference Oven heated at controlled rate Temperature and temperature difference
    [Show full text]
  • Differential Scanning Calorimetry Beginner's Guide
    FREQUENTLY ASKED Differential Scanning QUESTIONS Calorimetry (DSC) DSC 4000 DSC 8000 DSC 8500 with Autosampler DSC 6000 with Autosampler PerkinElmer's DSC Family A Beginner's Guide This booklet provides an introduction to the concepts of Differential Scanning Calorimetry (DSC). It is written for the materials scientist unfamiliar with DSC. The differential scanning calorimeter (DSC) is a fundamental tool in thermal analysis. It can be used in many industries – from pharmaceuticals to polymers and from nanomaterials to food products. The information these instruments generate is used to understand amorphous and crystalline behavior, poly- morph and eutectic transitions, curing and degree of cure, and many other material properties used to design, manufacture and test products. DSCs are manufactured in several variations, but PerkinElmer is the only company to make both single and double-furnace styles. We’ve manufactured thermal analysis instrumentation since 1960, and no one understands the applications of DSC like we do. In the following pages, we answer common questions about what a DSC is, how the instruments work, and what they tell you. Table of Contents 20 Common Questions about DSC What is DSC? ................................................................................................3 What is the difference between a heat flow and a heat flux DSC? ...................3 How does the difference affect me? ..............................................................3 Why do curves point in different directions? ...................................................4
    [Show full text]