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Ch4 Sinusoidal Steady State Analysis

Ch4 Sinusoidal Steady State Analysis

Engineering Circuit Analysis. Ch4 Sinusoidal Steady State Analysis. 4.1 Characteristics of Sinusoidal 4.2 Phasors 4.3 Phasor Relationships for R, L and C 4.4 Impedance 4.5 Parallel and Series Resonance 4.6 Examples for Sinusoidal Circuits Analysis.

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1.36k views • 80 slides
Ch4 Sinusoidal Steady State Analysis

Ch4 Sinusoidal Steady State Analysis

Engineering Circuit Analysis. Ch4 Sinusoidal Steady State Analysis. 4.1 Characteristics of Sinusoidal 4.2 Phasors 4.3 Phasor Relationships for R, L and C 4.4 Impedance 4.5 Parallel and Series Resonance 4.6 Examples for Sinusoidal Circuits Analysis.

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948 views • 80 slides
Fourier-based and Poisson surface reconstruction

Fourier-based and Poisson surface reconstruction

Fourier-based and Poisson surface reconstruction. Reporter: Lincong Fang 24th Dec, 2008. Implicit surfaces. F ( x , y ) =0. F ( x , y )>0. F ( x , y )<0. Papers. Michael Kazhdan. Reconstruction of solid models from oriented point set. SGP2005.

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1.21k views • 58 slides
Ship encountering the superposition of 3 waves.

Ship encountering the superposition of 3 waves.

Ship encountering the superposition of 3 waves. Fourier Series Representation of Periodic Signals. Signals can be represented as linear combinations of basic signals with the following 2 properties. The set of basic signals can be used to construct a broad and useful class of signals.

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423 views • 30 slides
6. Standing Waves, Beats, and Group Velocity

6. Standing Waves, Beats, and Group Velocity

6. Standing Waves, Beats, and Group Velocity. Superposition again Standing waves: the sum of two oppositely traveling waves. Beats: the sum of two different frequencies. Group velocity: the speed of information Going faster than light.

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493 views • 28 slides
PHY 102: Waves & Quanta Topic 7 Diffraction John Cockburn (j.cockburn@... Room E15)

PHY 102: Waves & Quanta Topic 7 Diffraction John Cockburn (j.cockburn@... Room E15)

PHY 102: Waves & Quanta Topic 7 Diffraction John Cockburn (j.cockburn@... Room E15). Interference re-cap Phasors Single slit diffraction Intensity distribution for single slit. Electromagnetic Waves. Where E 0 and B 0 are related by: E 0 = cB 0 INTENSITY of an EM wave ? E 0 2.

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481 views • 28 slides
Phasor Diagrams and Impedance

Phasor Diagrams and Impedance

Phasor Diagrams and Impedance. Set Phasors on Stun. 1. Sinusoids-amplitude, frequency and phase (Section 8.1) 2. Phasors-amplitude and phase (Section 8.3 [sort of]) 2a. Complex numbers (Appendix B). Set Phasors on Kill. 3. Complex exponentials-amplitude and phase

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520 views • 27 slides
Discrete-Time Complex Exponential Sequence.

Discrete-Time Complex Exponential Sequence.

Discrete-Time Complex Exponential Sequence. Real Exponential Signal. Real Exponential Signal. Real Exponential Signal. Real Exponential Signal. Real Exponential Signal. Real Exponential Signal. Real-valued discrete exponentials are used to describe:- 1) Population growth as function of

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398 views • 24 slides
An Introduction to Fourier and Wavelet Analysis: Part I

An Introduction to Fourier and Wavelet Analysis: Part I

An Introduction to Fourier and Wavelet Analysis: Part I. Norman C. Corbett Sunday, September 28, 2014. Motivation. Search for patterns, periodicity or recurrent features in nature An important element in the (stable) behaviour of many physical systems Examine the long profile of rivers

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336 views • 18 slides
Sinusoids

Sinusoids

Sinusoids. Period: T Time necessary to go through one cycle Frequency: f = 1/ T Cycles per second Radian frequency: w = 2 p f Amplitude: V M. Phase. Leading and Lagging Phase. x 1 (t) leads x 2 (t) by q - ? x 2 (t) lags x 1 (t) by q - ?. Complex Numbers. x is the real part

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376 views • 18 slides

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