Diagram is here: http://imageshack.us/photo/my-images/156…
Consider the rectifier circuit in the diagram below with the following component values.
R = 113 ohms
Vs(t) = is an AC square wave of period 63 ms,which ranges between +114 and -114 volts.
i.e. Vs(t) = +114 volts from t=0 to (63/2) ms, then -114 volts from (63/2) ms to 63 ms, then repeats.
Assume the diode is ideal, ie. forward on-voltage is zero, forward on-resistance is zero, reverse leakage current is zero.
What is the maximum instantaneous voltage of VR(t) in volts?
Help would be massively appreciated 10 points and such. ^^
Consider the rectifier circuit in the diagram below with the following component values.
R = 113 ohms
Vs(t) = is an AC square wave of period 63 ms,which ranges between +114 and -114 volts.
i.e. Vs(t) = +114 volts from t=0 to (63/2) ms, then -114 volts from (63/2) ms to 63 ms, then repeats.
Assume the diode is ideal, ie. forward on-voltage is zero, forward on-resistance is zero, reverse leakage current is zero.
What is the maximum instantaneous voltage of VR(t) in volts?
Help would be massively appreciated 10 points and such. ^^
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What is the maximum instantaneous voltage of VR(t) in volts? Ans: 0V during the period input is -114V.