Bridge rectifier with capacitor

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SUMMARY

The discussion focuses on analyzing a bridge rectifier circuit with a capacitor, specifically addressing three scenarios: an open circuit capacitor, an open diode, and a reverse polarity connection of the electrolytic capacitor. The DC output voltage is determined to be equal to the peak voltage of the rectified waveform when the capacitor is functioning normally. The capacitor charges to the peak voltage and discharges during off-peak times, creating a ripple effect that can be estimated using the time constant of the circuit. Proper safety precautions are emphasized when dealing with reversed polarity electrolytic capacitors due to potential hazards.

PREREQUISITES
  • Understanding of bridge rectifier circuits
  • Knowledge of capacitor charging and discharging behavior
  • Familiarity with voltage ripple calculations
  • Basic electrical safety practices when handling capacitors
NEXT STEPS
  • Study the impact of load resistance on capacitor discharge in rectifier circuits
  • Learn how to calculate the time constant for RC circuits
  • Explore safety measures for handling electrolytic capacitors
  • Investigate advanced ripple voltage reduction techniques in power supply design
USEFUL FOR

Electrical engineering students, hobbyists working on power supply circuits, and professionals designing rectifier systems will benefit from this discussion.

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Homework Statement


For the following bridge rectifier you are asked to find the dc output voltage for the following errors:
a)the capacitor is an open circuit
b)one of the diodes is open
c)the electrolytic capacitor is connected with reverse polarity

lfb4IVu.png


The Attempt at a Solution



My attempt is in the pdf below.If i should have added images of my work as well with the pdf,tell me so that i will know in the future.Thank you in advance for your time.
 

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If the load resistor were not present the capacitor voltage would follow the rectified voltage waveform to a peak and then remain there (current can't flow back through the rectifiers). So the DC output would then be equal to the peak voltage of the rectified voltage.

During normal operation the capacitor will charge up to the peak voltage at the peaks of the rectified waveform. At off-peak times the capacitor alone supplies current to the load. But the capacitor's voltage is going to drop as it does so. What curve will it follow? What's the time constant? How low can the voltage "sag" before the next rise-to-peak of the rectified waveform intercepts it and starts recharging the capacitor? A sketch will help to make it clear.

You can ballpark the sag ("ripple") by using the time between rectified peaks as the decay time for the capacitor voltage and calculate the change. The DC output can be estimated to lie between the peak and trough of the ripple if the ripple is a small fraction of the output. Think of it as a DC value with a small AC component superimposed on it. If the ripple is large compared to the DC component then it becomes time to wheel out the larger math machinery :)
 
For the reversed polarity electrolytic measurement, make sure you wear eye protection. Those electrolytics can go off like a fire cracker when abused in such a callous manner. Or accidently.
 

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