EE 571

Dec 28, 2012

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EE 571. 2. 1.1: Introduction. Overview:What's Random? What's Certain?What's Impossible?Examples:Disintegration of a given atom of radiumFinding no defect during inspection of a microwave ovenOrbit satellite in space is at a certain positionAn object travels faster than lightA thunderstorm

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EE 571

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EE 4780

EE 4780. 2D Discrete Fourier Transform (DFT). 2D Discrete Fourier Transform. 2D Fourier Transform. 2D Discrete Fourier Transform (DFT). 2D DFT is a sampled version of 2D FT. 2D Discrete Fourier Transform. Inverse DFT. 2D Discrete Fourier Transform (DFT). where and .

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EE 4780

EE 4780. Image Enhancement. Image Enhancement. The objective of image enhancement is to process an image so that the result is more suitable than the original image for a specific application. There are two main approaches:

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EE 4780

EE 4780. Pattern Classification. Classification Example. Goal : Automatically classify incoming fish according to species, and send to respective packing plants. Features : Length, width, color, brightness, etc.

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EE 314: Basic EE II. Midterm Solutions. Problem 1. What makes a material a semiconductor? What are dopants ? A semiconductor acts as an insulator at very low temperatures and as a conductor at very high temperature. It has 4 valence electrons.

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EE 2415. Stored Energy in Magnetically Coupled Inductors. Two Coupled Inductors. General Integration Path. Conservative magnetic field Energy independent of path of integration. Simple Path of Integration. Other Simple Path of Integration. Equivalence.

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EE 1205

EE 1205. Lecture 04 - Wye/Delta & Delta/Wye Conversions. Resistive Wye Circuit. Eqn 1. Resistive Wye Circuit. Eqn 2. Resistive Delta Circuit. Eqn 3. Resistive Delta Circuit. Eqn 4. Delta-Wye Derivation. Use Eqn 4 to solve for delta voltages:. Eqn 5. Simplifying:. Eqn 6.

348 views • 20 slides

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ee cummings. by katie guilmette & olivia fondots. background. poet and painter edward estin cummings cambridge, massachusetts october 14 1894 edward cummings and rebecca haswell. background. cambridge latin school harvard univeristy graduated magna cum laude in greek and english

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EE 2415

EE 2415. Lecture 01 - Node Voltage Analysis. Introduction to the Node Voltage Method. More direct than branch equations Fewer equations to solve Choose one node as reference Express all variables in terms of node voltages Solution is set of node voltages w.r.t. chosen reference node

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EE:

Service. type. #cables. L avg. L tot. Costs est [ksfr]. LV. 50mm 2 , (1). 320. 18. 5760. 26 (US?). EE fibres. yellow ribbons. 420+33. 26. 11788. US. HV. (SCEM 04.61.11.145.5) 25 (13+12) together in bundle. (1300) 52 bundles. 26+100. 6552. 75. Control (LVR+sense). 48.

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Java EE

Java EE. Arun Gupta Java Technology Ambassador. @ arungupta. Java EE 7 Themes. DEVELOPER PRODUCTIVITY. MEETING ENTERPRISE DEMANDS. Java EE 7. ENTERPRISE EDITION. Batch C oncurrency Simplified JMS. More annotated POJOs Less boilerplate code Cohesive integrated platform.

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EE(EE+)

8/17. 0/9. Max.total length of fibers. 81.3+6.4=87.7. 87.7+4.6=92.3. 85.2+7.6=92.8. 85.3+4.0=89.3. 83.7+5.2=88.9. 82.8+7.0=89.8. wall to UX. EE+ A 9-16-17. EE- A 0-7-8. EE- C 1-2-3. EE+ C 10-11-12. EE+ B 13-14-15. EE- B 4-5-6. SRP. EB+ A1 9-17. EB+ A2 16-17. EB+ C2

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EE 7700. Pattern Classification. Classification Example. Goal : Automatically classify incoming fish according to species, and send to respective packing plants. Features : Length, width, color, brightness, etc.

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EE 365

EE 365. CMOS gates Electrical characteristics and timing TTL gates. CMOS NAND Gates. Use 2 n transistors for n -input gate. CMOS NAND -- switch model. CMOS NAND -- more inputs (3). Inherent inversion. Non-inverting buffer:. 2-input AND gate:. CMOS NOR Gates.

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EE 365

EE 365. Combinational-Circuit Synthesis. Combinational-Circuit Analysis. Combinational circuits -- outputs depend only on current inputs (not on history). Kinds of combinational analysis: exhaustive (truth table) algebraic (expressions) simulation / test bench

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EE 365

EE 365. Adders Multipliers Read-Only Memories. 4-bit comparator. EQ_L. Equality Comparators. 1-bit comparator. 8-bit Magnitude Comparator. Other conditions. X Y Cin S Cout 0 0 0 0 0 0 0 1 1 0 0 1 0 1 0 0 1 1 0 1 1 0 0 1 0 1 0 1 0 1 1 1 0 0 1 1 1 1 1 1. Adders.

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EE 3131 EE 3801 Telecommunications Fundamentals

EE 3131 EE 3801 Telecommunications Fundamentals. Wei Jin Alan Pak Tao Lau Professor Assistant Professor CF 630 CF608

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EE ePortfolio

EE ePortfolio. Presented by Team 3: David Schue Fred Pabon Stuart Ford Aydrian Howard Zach Bertram Zack Miller. Outline. Purpose Client’s requirements Our scope of project Process/Progress Milestones/Tasks Artifacts completed Lessons Learned What went wrong How to improve.

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