On-Wafer Characterization of Electromagnetic Properties of Thin-Film RF Materials
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Design and Analysis of Band Pass Filter for Wireless Communication Viswavardhan Reddy
Volume III, Issue VI, June 2014 IJLTEMAS ISSN 2278 - 2540 Design and Analysis of Band Pass Filter for Wireless Communication Viswavardhan Reddy. K1, Mausumi Dutta2, Maumita Dutta3 1,2Department of Telecommunication Engineering, RV College of Engineering, Bangalore - 560059 [email protected], [email protected],[email protected] Abstract— There are applications in wireless communications, where a particular band of frequencies are needed to be filtered full sections can be used to increase the filter roll-off factor. from a wider range of mixed signals. Filter circuits can be Method [4] includes equal-ripple and maximally flat passband designed to accomplish this task by combining the properties of filters with general stopbands, as well as equal-ripple low-pass filter and high-pass filter into a single filter which is stopband filters with general passbands. To solve the referred as band-pass filter. A band-pass filter works to screen out frequencies that are too low or too high, giving easy passage approximation problem and to improve numerical only to certain frequencies within a specific range. At high conditioning, the design is carried out exclusively in terms of frequencies, the behavior of the discrete components changes. one or two transformed frequency variables. Hence discrete components are replaced by microstrip transmission lines. Microstrip transmission line is the most used II. LITERATURE SURVEY planar transmission line in Radio Frequency (RF) applications. A microstrip transmission line consists of a thin conductor strip The concept of coupling coefficients has been a very useful over a dielectric substrate along with a ground plate at the one in the design of small-to-moderate bandwidth microwave bottom of the dielectric. -
Development of Planar Microstrip Resonators for Electron Spin Resonance Spectroscopy 2 Per Cladding Is Present on Either Side of the Substrate
Development of planar microstrip resonators for electron spin resonance spectroscopy Preprint, compiled April 2, 2020 Subhadip Roy1, a, Sagnik Saha1, a, Jit Sarkar1, and Chiranjib Mitra1 1Department of Physical Sciences, Indian Institute of Science Education And Research Kolkata,India. Abstract This work focuses on the development of planar microwave resonators which are to be used in electron spin resonance spectroscopic studies. Two half wavelength microstrip resonators of different geometrical shapes, namely straight ribbon and omega, are fabricated on commercially available copper clad microwave laminates. Both resonators have a characteristic impedance of 50 Ω.We have performed electromagnetic field simulations for the two microstrip resonators and have extracted practical design parameters which were used for fabrica- tion. The effect of the geometry of the resonators on the quasi-transverse electromagnetic (quasi-TEM) modes of the resonators is noted from simulation results. The fabrication is done using optical lithography technique in which laser printed photomasks are used. This rapid prototyping technique allows us to fabricate resonators in a few hours with accuracy up to 6 mils. The resonators are characterized using a Vector Network Analyzer. The fabricated resonators are used to standardize a home built low-temperature continuous wave electron spin resonance (CW-ESR) spectrometer which operates in S-band, by capturing the absorption spectrum of the free radical DPPH, at both room temperature and 77 K. The measured value of g-factor using our resonators is consistent with the values reported in literature. The designed half wavelength planar resonators will be even- tually used in setting up a pulsed electron spin resonance spectrometer by suitably modifying the CW-ESR spectrometer. -
Equivalent-Circuit Models for Split-Ring Resonators And
IEEE TRANSACTIONS ON MICROWAVE THEORY AND TECHNIQUES, VOL. 53, NO. 4, APRIL 2005 1451 Equivalent-Circuit Models for Split-Ring Resonators and Complementary Split-Ring Resonators Coupled to Planar Transmission Lines Juan Domingo Baena, Jordi Bonache, Ferran Martín, Ricardo Marqués Sillero, Member, IEEE, Francisco Falcone, Txema Lopetegi, Member, IEEE, Miguel A. G. Laso, Member, IEEE, Joan García–García, Ignacio Gil, Maria Flores Portillo, and Mario Sorolla, Senior Member, IEEE Abstract—In this paper, a new approach for the development expected for left-handed metamaterials (LHMs); namely, inver- of planar metamaterial structures is developed. For this pur- sion of the Snell law, inversion of the Doppler effect, and back- pose, split-ring resonators (SRRs) and complementary split-ring ward Cherenkov radiation. It is also worth mentioning the con- resonators (CSRRs) coupled to planar transmission lines are investigated. The electromagnetic behavior of these elements, as troversy originated four years ago from the paper published by well as their coupling to the host transmission line, are studied, Pendry [2], where amplification of evanescent waves in LHMs and analytical equivalent-circuit models are proposed for the is pointed out [3]–[6]. isolated and coupled SRRs/CSRRs. From these models, the In spite of these interesting properties, it was not until 2000 stopband/passband characteristics of the analyzed SRR/CSRR that the first experimental evidence of left-handedness was loaded transmission lines are derived. It is shown that, in the long wavelength limit, these stopbands/passbands can be interpreted as demonstrated [7]. Following this seminal paper, other artifi- due to the presence of negative/positive values for the effective cially fabricated structures exhibiting a left-handed behavior and of the line. -
Basic PCB Material Electrical and Thermal Properties for Design Introduction
1 Basic PCB material electrical and thermal properties for design Introduction: In order to design PCBs intelligently it becomes important to understand, among other things, the electrical properties of the board material. This brief paper is an attempt to outline these key properties and offer some descriptions of these parameters. Parameters: The basic ( and almost indispensable) parameters for PCB materials are listed below and further described in the treatment that follows. dk, laminate dielectric constant df, dissipation factor Dielectric loss Conductor loss Thermal effects Frequency performance dk: Use the design dk value which is assumed to be more pertinent to design. Determines such things as impedances and the physical dimensions of microstrip circuits. A reasonable accurate practical formula for the effective dielectric constant derived from the dielectric constant of the material is: -1/2 εeff = [ ( εr +1)/2] + [ ( εr -1)/2][1+ (12.h/W)] Here h = thickness of PCB material W = width of the trace εeff = effective dielectric constant εr = dielectric constant of pcb material df: The dissipation factor (df) is a measure of loss-rate of energy of a mode of oscillation in a dissipative system. It is the reciprocal of quality factor Q, which represents the Signal Processing Group Inc., technical memorandum. Website: http://www.signalpro.biz. Signal Processing Gtroup Inc., designs, develops and manufactures analog and wireless ASICs and modules using state of the art semiconductor, PCB and packaging technologies. For a free no obligation quote on your product please send your requirements to us via email at [email protected] or through the Contact item on the website. -
Agilent Basics of Measuring the Dielectric Properties of Materials
Agilent Basics of Measuring the Dielectric Properties of Materials Application Note Contents Introduction ..............................................................................................3 Dielectric theory .....................................................................................4 Dielectric Constant............................................................................4 Permeability........................................................................................7 Electromagnetic propagation .................................................................8 Dielectric mechanisms ........................................................................10 Orientation (dipolar) polarization ................................................11 Electronic and atomic polarization ..............................................11 Relaxation time ................................................................................12 Debye Relation .................................................................................12 Cole-Cole diagram............................................................................13 Ionic conductivity ............................................................................13 Interfacial or space charge polarization..................................... 14 Measurement Systems .........................................................................15 Network analyzers ..........................................................................15 Impedance analyzers and LCR meters.........................................16 -
Application Note: ESR Losses in Ceramic Capacitors by Richard Fiore, Director of RF Applications Engineering American Technical Ceramics
Application Note: ESR Losses In Ceramic Capacitors by Richard Fiore, Director of RF Applications Engineering American Technical Ceramics AMERICAN TECHNICAL CERAMICS ATC North America ATC Europe ATC Asia [email protected] [email protected] [email protected] www.atceramics.com ATC 001-923 Rev. D; 4/07 ESR LOSSES IN CERAMIC CAPACITORS In the world of RF ceramic chip capacitors, Equivalent Series Resistance (ESR) is often considered to be the single most important parameter in selecting the product to fit the application. ESR, typically expressed in milliohms, is the summation of all losses resulting from dielectric (Rsd) and metal elements (Rsm) of the capacitor, (ESR = Rsd+Rsm). Assessing how these losses affect circuit performance is essential when utilizing ceramic capacitors in virtually all RF designs. Advantage of Low Loss RF Capacitors Ceramics capacitors utilized in MRI imaging coils must exhibit Selecting low loss (ultra low ESR) chip capacitors is an important ultra low loss. These capacitors are used in conjunction with an consideration for virtually all RF circuit designs. Some examples of MRI coil in a tuned circuit configuration. Since the signals being the advantages are listed below for several application types. detected by an MRI scanner are extremely small, the losses of the Extended battery life is possible when using low loss capacitors in coil circuit must be kept very low, usually in the order of a few applications such as source bypassing and drain coupling in the milliohms. Excessive ESR losses will degrade the resolution of the final power amplifier stage of a handheld portable transmitter image unless steps are taken to reduce these losses. -
Dielectric Loss
Dielectric Loss - εr is static dielectric constant (result of polarization under dc conditions). Under ac conditions, the dielectric constant is different from the above as energy losses have to be taken into account. - Thermal agitation tries to randomize the dipole orientations. Hence dipole moments cannot react instantaneously to changes in the applied field Æ losses. - The absorption of electrical energy by a dielectric material that is subjected to an alternating electric field is termed dielectric loss. - In general, the dielectric constant εr is a complex number given by where, εr’ is the real part and εr’’ is the imaginary part. Dept of ECE, National University of Singapore Chunxiang Zhu Dielectric Loss - Consider parallel plate capacitor with lossy dielectric - Impedance of the circuit - Thus, admittance (Y=1/Z) given by Dept of ECE, National University of Singapore Chunxiang Zhu Dielectric Loss - The admittance can be written in the form The admittance of the dielectric medium is equivalent to a parallel combination of - Note: compared to parallel an ideal lossless capacitor C’ with a resistance formula. relative permittivity εr’ and a resistance of 1/Gp or conductance Gp. Dept of ECE, National University of Singapore Chunxiang Zhu Dielectric Loss - Input power: - Real part εr’ represents the relative permittivity (static dielectric contribution) in capacitance calculation; imaginary part εr’’ represents the energy loss in dielectric medium. - Loss tangent: defined as represents how lossy the material is for ac signals. Dept of ECE, National University of Singapore Chunxiang Zhu Dielectric Loss The dielectric loss per unit volume: Dept of ECE, National University of Singapore Chunxiang Zhu Dielectric Loss - Note that the power loss is a function of ω, E and tanδ. -
A Comprehensive Guide to Selecting the Right Capacitor for Your Specific Application
CAPACITOR FUNDAMENTALS EBOOK A Comprehensive Guide to Selecting the Right Capacitor for Your Specific Application 2777 Hwy 20 (315) 655-8710 [email protected] Cazenovia, NY 13035 knowlescapacitors.com CAPACITOR FUNDAMENTALS EBOOK TABLE OF CONTENTS Introduction .................................. 2 The Key Principles of Capacitance and How a Basic Capacitor Works .............................. 3 How Capacitors are Most Frequently Used in Electronic Circuits ............................. 6 Factors Affecting Capacitance .................. 9 Defining Dielectric Polarization .................. 11 Dielectric Properties ........................... 15 Characteristics of Ferroelectric Ceramics ......................... 19 Characteristics of Linear Dielectrics .............. 22 Dielectric Classification ......................... 24 Test Parameters and Electrical Properties .......... 27 Industry Test Standards Overview. 32 High Reliability Testing .......................... 34 Visual Standards For Chip Capacitors ............. 37 Chip Attachment and Termination Guidelines ...... 42 Dissipation Factor and Capacitive Reactance ..... 49 Selecting the Right Capacitor for Your Specific Application Needs ............................ 51 1 CAPACITOR FUNDAMENTALS EBOOK INTRODUCTION At Knowles Precision Devices, our expertise in capacitor technology helps developers working on some of the world’s most demanding applications across the medical device, military and aerospace, telecommunications, and automotive industries. Thus, we brought together our top engineers -
United States Patent (19) 11 Patent Number: 4,503,404 Racy 45) Date of Patent: Mar
United States Patent (19) 11 Patent Number: 4,503,404 Racy 45) Date of Patent: Mar. 5, 1985 54 PRIMED MICROWAVE OSCILLATOR cludes a single tank conductor (16) coupled to a cou 75 Inventor: Joseph E. Racy, Hudson, N.H. pling conductor (17) by an interdigitated coupler (26). The coupling conductor (17) is connected to the cath 73 Assignee: Sanders Associates, Inc., Nashua, ode of an IMPATT diode (22) which is triggered by the N.H. application of a back-biasing trigger pulse that biases it 21 Appl. No.: 473,173 into its negative-resistance region. When a keying pulse is applied to the IMPATT diode (22), the diode couples 22 Filed: Mar. 7, 1983 power through the interdigitated coupler (26) to the 51) Int. Cl. .......................... H03B5/00; H03B 7/00 tank circuit (16) to cause oscillations that are initially in 52 U.S. Cl. ............................... 331/96; 331/107 SL; phase with any incoming signals, but the frequency of 331/107 G; 330/287 the oscillations is determined by the configuration of 58 Field of Search ................. 331/55, 56, 96, 107 G, the tank circuit (16), not by the frequency of the incom 331/107 DP, 107 SL, 173; 330/286, 287 ing signal. If the incoming signal is near enough to the 56) References Cited resonant frequency, and if the duration of the keying pulses is short enough, the output of the primed oscilla U.S. PATENT DOCUMENTS tor appears to a band-limited receiver to be an amplified 4,056,784 11/1977 Cohn ................................... 330/287 version of the input signal. -
LOSSY CAPACITORS 1 Dielectric Loss
Chapter 3—Lossy Capacitors 3–1 LOSSY CAPACITORS 1 Dielectric Loss Capacitors are used for a wide variety of purposes and are made of many different materials in many different styles. For purposes of discussion we will consider three broad types, that is, capacitors made for ac, dc, and pulse applications. The ac case is the most general since ac capacitors will work (or at least survive) in dc and pulse applications, where the reverse may not be true. It is important to consider the losses in ac capacitors. All dielectrics (except vacuum) have two types of losses. One is a conduction loss, representing the flow of actual charge through the dielectric. The other is a dielectric loss due to movement or rotation of the atoms or molecules in an alternating electric field. Dielectric losses in water are the reason for food and drink getting hot in a microwave oven. One way of describing dielectric losses is to consider the permittivity as a complex number, defined as = − j = ||e−jδ (1) where = ac capacitivity = dielectric loss factor δ = dielectric loss angle Capacitance is a complex number C∗ in this definition, becoming the expected real number C as the losses go to zero. That is, we define C∗ = C − jC (2) One reason for defining a complex capacitance is that we can use the complex value in any equation derived for a real capacitance in a sinusoidal application, and get the correct phase shifts and power losses by applying the usual rules of circuit theory. This means that most of our analyses are already done, and we do not need to start over just because we now have a lossy capacitor. -
A Review of Degradation Behavior and Modeling of Capacitors: Preprint
A Review of Degradation Behavior and Modeling of Capacitors Preprint Anunay Gupta,1 Om Prakash Yadav,1 Douglas DeVoto,2 2 and Joshua Major 1 North Dakota State University 2 National Renewable Energy Laboratory Presented at the American Society of Mechanical Engineers (ASME) 2018 International Technical Conference and Exhibition on Packaging and Integration of Electronic and Photonic Microsystems (InterPACK 2018) San Francisco, California August 27–30, 2018 NREL is a national laboratory of the U.S. Department of Energy Conference Paper Office of Energy Efficiency & Renewable Energy NREL/CP-5400-71386 Operated by the Alliance for Sustainable Energy, LLC October 2018 This report is available at no cost from the National Renewable Energy Laboratory (NREL) at www.nrel.gov/publications. Contract No. DE-AC36-08GO28308 A Review of Degradation Behavior and Modeling of Capacitors Preprint Anunay Gupta,1 Om Prakash Yadav,1 Douglas DeVoto,2 2 and Joshua Major 1 North Dakota State University 2 National Renewable Energy Laboratory Suggested Citation Anunay Gupta, Om Prakash Yadav, Douglas DeVoto, and Joshua Major. 2018. A Review of Degradation Behavior and Modeling of Capacitors: Preprint. Golden, CO: National Renewable Energy Laboratory. NREL/CP-5400-71386. https://www.nrel.gov/docs/fy19osti/71386.pdf. NREL is a national laboratory of the U.S. Department of Energy Conference Paper Office of Energy Efficiency & Renewable Energy NREL/CP-5400-71386 Operated by the Alliance for Sustainable Energy, LLC October 2018 This report is available at no cost from the National Renewable Energy National Renewable Energy Laboratory Laboratory (NREL) at www.nrel.gov/publications. 15013 Denver West Parkway Golden, CO 80401 Contract No. -
Table of Contents
NOVACAP TECHNICAL BROCHURE Table of Contents A. INTRODUCTION ................................................................................................ 2 B. CAPACITOR APPLICATIONS ......................................................................... 3 C. THE BASIC CAPACITOR ................................................................................. 4 D. CAPACITANCE ................................................................................................... 5 E. FACTORS AFFECTING CAPACITANCE ...................................................... 5 F. DIELECTRIC BEHAVIOR ................................................................................. 7 G. DIELECTRIC PROPERTIES ......................................................................... 13 H. FERROELECTRIC CERAMICS.................................................................... 20 I. LINEAR DIELECTRICS ................................................................................... 24 J. CLASSES OF DIELECTRICS ......................................................................... 25 K. TEST PARAMETERS AND ELECTRICAL PROPERTIES...................... 29 L. INDUSTRY TEST STANDARDS..................................................................... 35 M. HIGH RELIABILITY TESTING .................................................................... 37 N. VISUAL STANDARDS FOR CHIP CAPACITORS ..................................... 40 O. CHIP USER GUIDELINES ............................................................................... 46 1 NOVACAP