When the charge on capacitor C decreases by ΔQ through fixed resistor R in time Δt, I = V/R where V = Q/C. This means that I = Q/RC and ΔQ the change in charge becomes -QΔt/CR.The curves all have the same shape as the current is proportional to the charge and the charge is proportional to the potential difference.
Exponential Decay.
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Specification: OCR Physics A (H556), A-level, 6.1.3 Charging and discharging capacitors. Topic: Capacitors.
Key terms in this lesson
- magnetic field
- A region of space in which a moving charge, current-carrying conductor or magnetic material experiences a force.
- motor effect
- The force produced on a current-carrying conductor placed in an external magnetic field.
- Lenz's law
- The direction of an induced current is always such as to oppose the change that caused it.
- magnetic flux
- The product of the magnetic flux density and the area through which the field lines pass at right angles.
- magnetic flux linkage
- The product of the magnetic flux through a coil and the number of turns on the coil.
More in Capacitors
- Use of Capacitors
- Energy Stored in a Charged Capacitor
- Measuring the Energy Stored in a Charged Capacitor.
- Energy stored in a Thundercloud
- Discharging a Capacitor through a Fixed Resistor
- The Time Constant RC
- Measurement with Oscilloscope. Capacitor Smoothing
- Charging a Capacitor through a fixed resistor
All 12 lessons in Capacitors · All OCR A-level Physics topics