4. Consider the following circuit with Vin = 8sin(40πt). Use constant voltage model. Answer the questions. (R₁ = 1k0, VD1. on = 0.1V, C₁ = 5 mF)< Vin D₁ (a) Calculate the peak-to-peak amplitude of the ripple VR. (Assume that the capacitor, C₁ discharges by a small amount enough.) Vin (V) R₁ (b) Plot the Vout on the below graph. And mark VR value and maximum value of Vout on the below graph. 8 MA (c) If R₁ = ∞o, plot the Vout graph and mark the maximum Vout value on the same plane of Vin graph for the time. Vin (V) 8 C₁ Vout 75 75 t(ms) t(ms)
4. Consider the following circuit with Vin = 8sin(40πt). Use constant voltage model. Answer the questions. (R₁ = 1k0, VD1. on = 0.1V, C₁ = 5 mF)< Vin D₁ (a) Calculate the peak-to-peak amplitude of the ripple VR. (Assume that the capacitor, C₁ discharges by a small amount enough.) Vin (V) R₁ (b) Plot the Vout on the below graph. And mark VR value and maximum value of Vout on the below graph. 8 MA (c) If R₁ = ∞o, plot the Vout graph and mark the maximum Vout value on the same plane of Vin graph for the time. Vin (V) 8 C₁ Vout 75 75 t(ms) t(ms)
Delmar's Standard Textbook Of Electricity
7th Edition
ISBN:9781337900348
Author:Stephen L. Herman
Publisher:Stephen L. Herman
Chapter18: Resistive-inductive Parallel Circuits
Section: Chapter Questions
Problem 9PP: In an R-L parallel circuit, ET=240 volts, R=560 R = 560 2, and XL=330. Find reactive power.
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