Introduction To Time–Varying Electrical Network III

About Course

Introduction to Time-Varying Electrical Network III

The course is designed to give analog, mixed-signal, and RF circuit designers a moderate introduction to time-varying circuits and systems. There are only a few prerequisites. It introduces linear time-varying (LTV) and linear periodically time-varying (LPTV) circuits after a refresher and background on linear-time invariant networks. The theory’s applications are demonstrated using practical examples.

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Course Content

Why is the transfer-function theorem important?

The frequency-reversal theorem for inter-reciprocal (adjoint) LPTV networks : introduction

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The frequency-reversal theorem for inter-reciprocal (adjoint) LPTV networks : derivation

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Why is the frequency-reversal theorem important?

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Inter-reciprocity in signal-flow graphs

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Applications of inter-reciprocity: analysis of chopped amplifiers

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Applications of inter-reciprocity: analysis of chopped amplifiers (continued)

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Applications of inter-reciprocity: chopping with square-wave modulation

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Applications of inter-reciprocity: the switched-RC network

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Time-domain implications of inter-reciprocity and the adjoint network

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Time-domain implications of inter-reciprocity and the adjoint network : Example calculation

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LPTV networks with sampled outputs : Switched capacitor circuits

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LPTV networks with sampled outputs : A continuous-time delta-sigma data converter

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LPTV networks with sampled outputs : The equivalent LTI filter

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Finding the equivalent LTI filter of a sampled LPTV system : example

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Equivalent LTI filter for a switched-RC network

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Finding the equivalent LTI filter of a sampled LPTV system : example of a continuous-time

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Finding the equivalent LTI filter of a sampled LPTV system with offset sampling

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. LPTV networks driven by modulated inputs

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. Introduction to noise in LPTV Networks

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Noise in LPTV networks with sampled outputs

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Total integrated noise in networks with R,L,C and periodically operated switches

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About Course

Introduction to Time-Varying Electrical Network III

Course Content

Why is the transfer-function theorem important?

The frequency-reversal theorem for inter-reciprocal (adjoint) LPTV networks : introduction

The frequency-reversal theorem for inter-reciprocal (adjoint) LPTV networks : derivation

Why is the frequency-reversal theorem important?

Inter-reciprocity in signal-flow graphs

Applications of inter-reciprocity: analysis of chopped amplifiers

Applications of inter-reciprocity: analysis of chopped amplifiers (continued)

Applications of inter-reciprocity: chopping with square-wave modulation

Applications of inter-reciprocity: the switched-RC network

Time-domain implications of inter-reciprocity and the adjoint network

Time-domain implications of inter-reciprocity and the adjoint network : Example calculation

LPTV networks with sampled outputs : Switched capacitor circuits

LPTV networks with sampled outputs : A continuous-time delta-sigma data converter

LPTV networks with sampled outputs : The equivalent LTI filter

Finding the equivalent LTI filter of a sampled LPTV system : example

Equivalent LTI filter for a switched-RC network

Finding the equivalent LTI filter of a sampled LPTV system : example of a continuous-time

Finding the equivalent LTI filter of a sampled LPTV system with offset sampling

. LPTV networks driven by modulated inputs

. Introduction to noise in LPTV Networks

Noise in LPTV networks with sampled outputs

Total integrated noise in networks with R,L,C and periodically operated switches

Student Ratings & Reviews