Voltage Divider Law (Capacitance Circuit) - Voltage divider equations:
For a circuit with two capacitor C1 and C2 in series connected to a voltage source Vin:
Total Capacitance Ctotal:
For Example, C1 = 1 µF, C2 = 2 µF, or Vin = 12V
Voltage Across V1:
For Example, C1 = 1 µF, C2 = 2 µF, or Vin = 12V
Voltage Across V2:
For Example, C1 = 1 µF, C2 = 2 µF, or Vin = 12V
Suggested Reading
- Capacitor Resistor voltage divider calculator
- High-pass filter conversion calculator
- LED Parallel Resistor Conversion Calculator
- Resistor Capacitor voltage divider Calculator
- Resistor Voltage divider Conversion Calculator
- Capacitor current divider conversion calculator
- op-amp Gain Conversion calculator
- Series Resistor total Conversion Calculator
- Series Inductors Conversion Calculator
- ohm's Law Conversion Calculator
- LM317 Resistor voltage conversion calculator
- Resistor capacitor time constant conversion calculator
- Parallel Capacitor Conversion Calculator
- Inductor Resistor voltage divider calculator
- op-amp low-pass filter conversion calculator
- Parallel Resistor Conversion Calculator
- Capacitor voltage divider conversion calculator
- LM337 Resistor voltage conversion calculator
capacitor Divider conversion application
- Basic capacitor Divider: Input Voltage, capacitor C1, C2 Output voltage Vout
- Output Results: Display calculated Vout capacitor Load with real Power Output.
- AC Signal Processing: Adjusting signal amplitudes for compatibility with other components.
- Voltage Measurement: Measuring high AC voltages safely.
Where:
Frequently Asked Questions - Capacitor divider Conversion FAQs:
A circuit that divides AC voltage based on the capacitive reactance of capacitors connected in series.
You can input values in picofarads, nanofarads, or microfarads.
Yes, as long as the frequency and capacitance values are within practical ranges.
No, this tool is designed specifically for voltage divider calculations.
The results are theoretical and depend on accurate input values. Real-world results may vary due to parasitic effects.