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ECE590/Nano510 Section 001/Phys590: Strategies for Nanocharacterization (3 units) Dr. S. K. Guharay Thursdays 7:20 to 10:00 PM, Robinson Hall, B 102 This course will provide a graduate-level introduction on Nanocharacterization explaining the fundamentals of the tools necessary to characterize or perform measurements at the nanometer scale, discussing the physics of the interaction processes for characterization, and building knowledge on various techniques and their detection limits with emphasis on those instruments that are used in cutting-edge research or in industry. Developing an in-depth knowledge in this highly evolving and interdisciplinary area will provide a <a href="/keyword/wide-range/" >wide range</a> of attractive career opportunities. Requirements: Prior knowledge of Nano500, admission into the Graduate Certification Course on Nanotechnology and Nanoscience or permission from the Director of the Graduate Certification Course. Major Topics: Fundamental issues related to instrumentation and measurement methods at the nanometer scale. Interactions of electrons, ions and photons with materials. <a href="/keyword/scanning-electron-microscopy/" >scanning <a href="/keyword/electron-microscopy/" >electron microscopy</a> </a> , Auger Electron Spectroscopy, <a href="/keyword/transmission-electron-microscopy/" >transmission <a href="/keyword/electron-microscopy/" >electron microscopy</a> </a> , Ballistic <a href="/keyword/electron-microscopy/" >electron microscopy</a> . Scanning Probe Microscopy, <a href="/keyword/scanning-tunneling/" >scanning tunneling</a> Microscopy, <a href="/keyword/atomic-force-microscopy/" >atomic force microscopy</a> . Near-field Scanning Optical Microscopy, Fluorescence <a href="/keyword/resonance-energy-transfer/" >resonance energy transfer</a> , Surface Plasmon Resonance. Ion beam techniques: Focused Ion Beam, Secondary Ion Mass Sp...

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George Mason - ECE - 437

Fall 2008George Mason UniversityECE 437: Principles of Microelectronic Device Fabrication Instructor: Rao MulpuriE-mail: rmulpuri@gmu.edu S&T II, Room # 217 Office Hours: Tuesday and Thursday, 10:30 am 12:00 noon This course is intended to intr

George Mason - ECE - 587

Fall 2008ECE 587: Design of Analog Integrated CircuitsInstructor: Rao Mulpuri ST II, Room 217 Phone: 703-993-1612 E-mail: rmulpuri@gmu.edu Office Hours: TH: 10:30am-12:00 noon In this course first fundamental building blocks of analog integrated c

George Mason - ECE - 431

GEORGE MASON UNIVERSITY ELECTRICAL AND COMPUTER ENGINEERING DEPARTMENT FALL 2008ECE 431: DIGITAL INTEGRATED CIRCUIT ANALYSIS AND DESIGNTime and location: TR 10:30 11:45 am, STI Rm #112 Instructor: Dimitris Ioannou, ST2 Rm. #247, tel. 993-1580, di

George Mason - ECE - 447

Maxim/Dallas > App Notes > TEMPERATURE SENSORS and THERMAL MANAGEMENT Keywords: DS1620, 3-wire, SPI, temperature sensor, digital temperature sensor, temperature sensor IC, thermostatJun 01, 2001APPLICATION NOTE 85Interfacing the DS1620 to the M

George Mason - ECE - 584

GEORGE MASON UNIVERSITY ELECTRICAL AND COMPUTER ENGINEERING DEPARTMENT FALL 2008 ECE 584: PRINCIPLES OF SEMICONDUCTOR DEVICES Time and location: W 4:30 - 7:10 p.m. ST2 Rm # 260 Instructor: Dimitris Ioannou, ST2, Rm#247, tel. 993-1580, dioannou@gmu.ed

George Mason - ECE - 645

Midterm Exam 1 20 points total March 26, 2007Part I Analytical Problems1.(2 points) A. Represent the following negative number, -103.6875, using a. signed magnitude representation, b. biased representation with the bias B=27, c. twos complement

George Mason - ECE - 645

ECE 645: Spring 2007 Exam 2 Saturday, Sunday May 5-6, 2007Develop and debug synthesizable Register Transfer Level (RTL) VHDL code for one of the following two arithmetic units: A. k-bit unsigned radix-4 sequential multiplier with Booths recoding B

George Mason - ECE - 645

OpenCores Coding GuidelinesAuthors: Yair Amitay yair.amitay@flextronicssemi.com Jamil Khatib khatib@opencores.org Damjan Lampret lampret@opencores.orgRev. 1.0 October 24, 2001OpenCoresOpenCores Coding Guidelines10/24/01This page has been i

George Mason - ECE - 448

Active-HDLGetting StartedActive-HDL is an integrated environment designed for development of VHDL designs. The core of the system is a VHDL simulator. Along with debugging and design entry tools, it makes up a complete system that allows you to wr

George Mason - BENG - 402

BENG402 Bioinstrumentation by design Lab Weekly ScheduleWk Day Theme 1 Aug 29 LV1/2 Detail Introduction to LV programming, how to measure physiological signals, chemical training, lab etiquette, lab access. Sept 5 LV 2/2 Data acquisition, signal pr

George Mason - TCOM - 575

Quantitative Foundations for TeleCommunications TCOM 575George Mason University Fall 2007 Instructor: Dr. Tuna A. Alper Fairfax Campuse-mail: talper1@gmu.eduOffice hours: By appointment in Room 235 STII1.AnnouncementsThe class will meet in

George Mason - TCOM - 591

TCOM 591 Engineering Economic Systems: Economic Analysis and Assessment for Network, Telecommunication and Software Systems (3:3:0) Economic systems analysis, assessment, and management for information and knowledge centric industries, especially th

George Mason - ECE - 635

Solution of Problem 7.22 on p. 139xk H1(z) dk+ H2(z) kInput signal is a discrete-time gaussian unit white noise, xx ( z ) = 1. H1 ( z) = H2 ( z ) = z z 0.5w zn= 0 nLn2 E ( 2 ) = E (d k2 ) + E ( yk ) 2 E (d k yk )(MSE)where dk i

George Mason - INFT - 841

George Mason - INFT - 841

George Mason - INFT - 841

George Mason - ECE - 305

ECE 305 - Electromagnetic Theory Spring 2008Course SyllabusCourse Information Instructor: Telephone: Email: Office Hours: Class Time: Location: Textbook: Dr. Nathan Brooks Room 235 S&T II 703-828-2196 nbrooks@gmu.edu Tuesdays, 7:10 PM 8:10 PM (by

George Mason - ECE - 635

ECE 635 Final exam May 15/2000Closed book test. Matlab use allowed if needed. Honor Code applies. Problem 1 For each of Newton method steepest descent method discuss the concept of the time constants for learning curves of weights and learning c

George Mason - ECE - 635

ECE 635 Spring 2007 Test 2 - Solution Problem 1The transfer function of the system is Y ( z ) a 0 + a1 z 1 a 0 z + a1 = = X ( z) z b1 1 b1 z 1 a) filter is stable (asymptotically) if the pole of the denominator is located inside the unit circle in

George Mason - ECE - 635

ECE 635 spring 2007 Solution to HW 5 Part 23. Page 94, Exercise 15 (read the textbook on pp. 74-75 and apply the formula for gradientcovariance; write in your answer why the gradient has a nonzero covariance)Given the conditions in Exercise 5 (p.

George Mason - INFT - 841

George Mason - INFT - 841

Derivation of the discrete-time Kalman Filter equations[This derivation follows section 4.2 of the textbook with some introduction and corrections]xk = k 1 xk 1 + Gk 1 wk 1 z k = H k xk + vk E wk 1 = 0 E vk = 0 E wk wiT = ik Qk E vk viT = ik Rk

George Mason - INFT - 841

red = state trajectories, cyan = Kalman filter estimates 432101230100200300400500 time steps6007008009001000

George Mason - INFT - 841

plot of autocorrelation of the residuals 108value of correlation function64202 543210 time shift12345

George Mason - ECE - 635

ECE 635 Adaptive Signal Processing Homework solutions for Chapter 6 of Widrow and StearnsExercise 7 on p.115 What is the effect of adding a third weight to the adaptive transversal filter in Figure 6.2: (a) On the minimum mean-square error? From eq

George Mason - INFT - 841

George Mason - INFT - 841

George Mason - INFT - 841

George Mason - INFT - 841

George Mason - INFT - 841

George Mason - ECE - 635

Date: April 27, 2005ECE 635 SPRING 2005 TEST 2Open book test. Matlab use allowed if needed. Honor Code applies. Problem 1. Given is the channel with the transfer function a0 z m H ( z) = 1 b1 z 1 b2 z 2 The coefficients are: a0 = 2, b1 = 1.3 a

George Mason - INFT - 841

4x 105plot of autocorrelation of the residuals3 alpha = 0.5 2 value of correlation function10123 20151050 time shift5101520

George Mason - PBSPRO - 5

Portable Batch SystemPBS ProTM Release 5.0TMExternal Reference SpecificationPortable Batch System External Reference SpecificationRelease: PBS Pro TM 5.0, Printed: August 2000 Edited by: James Patton Jones Contributing authors include: Albeau

George Mason - SLAAC - 1

SLAAC1-V SDK USERS MANUAL Release 0.3.1 Peter BellowsOctober 1, 20001Table of Contents1 Introduction.3 2 Setup ..3 2.1 Windows NT (Visual C+) setup .3 2.2 Linux setup..4 3 Using the Slaac1VBoard API .4 3.1 The Slaac1VBoard class .4 3.2 Configur

George Mason - ECE - 543

ECE 646 - Lecture 1Security ServicesNeed for information security widespread use of data processing equipment: computer security widespread use of computer networks and distributed computing systems: network security1Security Threats in Ban

George Mason - ECE - 543

ECE 646 Cryptography and Computer Network Security Course web page:http:/ece.gmu.edu/courses/ECE543 ECE web page Courses Course web pages ECE 646Kris GajAssistant Professor at GMU since Fall 1998Research and teaching interests: cryptography

George Mason - ECE - 543

Project References collected by students as of 09/22/04 Software Projects - Fall 2004Educational software KRYPTOS - Educational software for a cryptographic laboratory. Noah Dowd noahdowd@yahoo.com 1. 2. 3. 4. 5. 6. 7. 8. 9. 10. [Open Source] www.g

George Mason - ECE - 543

ECE 646 - Lecture 2Basic Concepts of CryptologyCRYPTOLOGYCRYPTOGRAPHYCRYPTANALYSISfrom Greek cryptos - hidden, secret logos - word graphos - writingBasic Vocabularyencryption (encipherment) message (plaintext, clear message) M Sender dec

George Mason - ECE - 543

Lecture 10RSA - BasicsPublic Key (Asymmetric) CryptosystemsPublic key of Bob - KB Private key of Bob - kBNetwork Encryption DecryptionAliceBob1Trap-door one-way functionWhitfield Diffie and Martin Hellman New directions in cryptograph

George Mason - ECE - 543

Who reinvented the wheel?Facts & Myths of EnigmaBreaking StereotypesArkadiusz Orowski & Kris Gaj U.S.A.: Edward Hugh Hebern (1869-1952) first ideas in 1915 and 1917, filed for U.S. patent in 1921 Germany: Arthur Scherbius (1878-1929) German p

George Mason - ECE - 543

ECE646 Lab #2 CrypTool Historical CiphersA final report must be submitted by WebCT and is due on Tuesday, November 1, by 11:55 PM. BACKGROUNDExpected Background: understanding of Lecture 6, Historical Ciphers Required Reading: W. Stallings, Crypt

George Mason - ECE - 543

Tentative Project Preferences as of 09/22/04 Software Projects - Fall 2004Educational software KRYPTOS - Educational software for a cryptographic laboratory. Noah Dowd noahdowd@yahoo.com Robert Salembier rsalembi@gmu.edu Paul Southerington psouth

George Mason - ECE - 543

Implementation of Elliptic Curve Encryption in the GAIM Instant Messenger ClientMatthew Estes Philip Hines Michael LambertObjectiveImplement Elliptic Curve Encryption (ECC) support as a plug-in for the open source instant messenger client GAIM. A

George Mason - ECE - 2005

IMPLEMENTATION OF ECM USING FPGA DEVICES(SPECIFICATION)MOHAMMED KHALEELUDDIN & RAMAKRISHNA BACHIMANCHIINTRODUCTION:Factorization of large numbers is a very important and challenging aspect of cryptanalysis both in terms of complexity of practic

George Mason - ECE - 543

IMPLEMENTATION OF ECM USING FPGA DEVICES(SPECIFICATION)MOHAMMED KHALEELUDDIN & RAMAKRISHNA BACHIMANCHIINTRODUCTION:Factorization of large numbers is a very important and challenging aspect of cryptanalysis both in terms of complexity of practic

George Mason - ECE - 2004

Implementation and Comparison of Primality Proving TestsJeremy Nightingale Harini Vasudevan Chandrika Lanka Dimple PatelObjective: Implementation of the Agrawal-Kayal-Saxena (AKS) deterministicpolynomial-time test, the Random Quadratic Frobenius

George Mason - ECE - 543

Implementation and Comparison of Primality Proving TestsJeremy Nightingale Harini Vasudevan Chandrika Lanka Dimple PatelObjective: Implementation of the Agrawal-Kayal-Saxena (AKS) deterministicpolynomial-time test, the Random Quadratic Frobenius

George Mason - ECE - 543

Radix 4 Implementation of a Montgomery Multiplier for a RSA CryptosystemSteven Hubbard ECE 646Presentation TopicsRSA Cryptography Algorithm Montgomery Multiplication Radix 4 Multiplication Radix 4 Implementation of Montgomery Multiplication P

George Mason - ECE - 543

Elliptic Curve Encryption in the GAIM Instant Messenger ClientBy: Matthew Estes Philip Hines Michael LambertOverviewWhat is the GAIM-ECC Project?Instant Messaging (IM) ECC EncryptionWhy Encrypt IM?11 Million Americans use IM at work 9% admit

George Mason - ECE - 543

Hardware Implementation of Twofish Block CipherRanjeeta PatilIntroductionTwofish- one of the five finalists chosen for AES Commended by analyst for its security and flexibility 128-bit Block Cipher Supports key sizes of 128, 192 and 256 bitsGoa

George Mason - ECE - 543

SHA-256 in FPGAA presentation by Damian FedorykaIntroduction Maps a message to a digest Secure 2n/2 attacks necessary (Birthday Paradox) SHA-256 as secure as AES-128 Standardized by Federal Government in 2002Hash ApplicationDigital Signat

George Mason - ECE - 543

AES Fast ImplementationAhmed Darwish MS Computer Engineering, George Mason UniversityProf. Kris Gaj ECE646: Cryptology and Network SecurityIntroductionRijndael is the selected algorithm for AES Two implementations for Rijndael:Basic implementat

George Mason - ECE - 545

Building BlocksEntity DeclarationDescription entity entity_name is port ( [signal] identifier {, identifier}: [mode] signal_type {; [signal] identifier {, identifier}: [mode] signal_type}); end [entity ] [entity_name]; Example entity register8 is p

George Mason - ECE - 545

ECE 545 Midterm Exam 2 Fall 2005Problem Function Design and describe using RTL VHDL a circuit capable of processing two streams of up to 2m-1 data bytes in each, in search for the longest matching subsequence, and its position within the data stream

George Mason - ECE - 545

Mentor Graphics TutorialThis document is intended to assist ECE Students taking ECE-331, Digital Systems Design, ECE-332, Digital Design Lab, ECE-445, Computer Organization, and ECE-545, Introduction to VHDL, in setting up their computing environmen

George Mason - ECE - 545

ECE 545 Practice Midterm Exam ProblemProblem Function Design and describe using RTL VHDL a circuit capable of calculating the minimum, maximum, and average of k n-bit numbers, for any values of k and n which are the powers of 2, e.g. k=8 and n=32. O

George Mason - ECE - 545

Basic Commands of ModelSim: Adding the signals to the waveform window 1. First compile the top-level entity and the associated testbench. 2. Go to Simulate Start Simulation, select the testbench from dropping down work. 3. In the Console window type

George Mason - ECE - 545

ECE 545 Midterm Exam 2 Fall 2004Problem Function Design and describe using RTL VHDL a circuit capable of processing a stream of up to 2m data bytes in search of a specific data pattern, of the size of k bytes. The circuit should detect the pattern,

George Mason - ECE - 545

The RC61 2TMBlock CipherRonald L. Rivest1 , M.J.B. Robshaw2, R. Sidney2 , and Y.L. Yin2M.I.T. Laboratory for Computer Science, 545 Technology Square, Cambridge, MA 02139, USA RSA Laboratories, 2955 Campus Drive, Suite 400, San Mateo, CA 94403

George Mason - ECE - 545

George Mason - ECE - 545

ECE 545 Midterm Exam Fall 2004November 11, 2004Problem Function Design and describe using RTL VHDL a circuit capable of calculating the minimum, maximum, and average of k n-bit numbers, for any values of k and n which are the powers of 2, e.g. k=8