Electric Circuit Analysis: Unit III: Transient Response Analysis

Effect of switching on resistor

Home | Department: EEE Department | Ist Year | Subject: Electric Circuit Analysis |

We know that for a linear resistor VR = Ri. So, theoretically, the current through or the voltage across the resistor can change instantaneously, i.e., in zero time.

EFFECT OF SWITCHING ON RESISTOR

We know that for a linear resistor _VR = Ri. So, theoretically, the current through or the voltage across the resistor can change instantaneously, i.e., in zero time. Hence, there will be no transients in purely resistive networks. The network changes from one steady state to another without any transient. As the resistor does not store energy, in general

i_R(0+) ≠ i_R (0-) and V_R (0+) ≠ V_R (0–)

Electric Circuit Analysis: Unit III: Transient Response Analysis : Tag: : - Effect of switching on resistor

Home | Department: EEE Department | Ist Year | Subject: Electric Circuit Analysis |

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Electric Circuit Analysis: Unit III: Transient Response Analysis

Transient Response Analysis - Introduction

Transients

Natural and forced responses - Transient Response Analysis

Initial conditions - Transient Response Analysis

Zero-input and Zero-state response - Transient Response Analysis

Initial (boundary) conditions for inductance - Transient Response Analysis

Initial (boundary) condition for capacitors - Transient Response Analysis

Effect of switching on resistor

Determination of initial conditions - Transient Response Analysis

Laplace transformation technique - Transient Response Analysis

DC transients - Transient Response Analysis

D.C. Transients in RL Circuit - Worked Example Solved Problems

D.C. Transients in RC Circuit - Steps, Worked Example Solved Problems

D.C. Transients in RLC Circuit (with Step Input Voltage) - Worked Example Solved Problems

Solved Example Problems: DC Transients in RL, RC, RLC Circuit

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