Miller Capacitance Formula:
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Miller Capacitance is the equivalent input capacitance of a MOSFET amplifier due to the Miller effect. It represents the effective capacitance seen at the input terminals when gate-drain capacitance is multiplied by the voltage gain plus one.
The calculator uses the Miller Capacitance formula:
Where:
Explanation: The Miller effect causes the gate-drain capacitance to appear larger at the input by a factor of (Av + 1), which affects the high-frequency response of the amplifier.
Details: Accurate calculation of Miller capacitance is crucial for predicting the frequency response, bandwidth, and stability of MOSFET amplifiers in electronic circuit design.
Tips: Enter gate-drain capacitance in Farads and voltage gain as a dimensionless ratio. Both values must be valid positive numbers.
Q1: What is the Miller effect in MOSFET amplifiers?
A: The Miller effect is the phenomenon where capacitance between input and output terminals appears larger at the input due to voltage amplification.
Q2: How does Miller capacitance affect amplifier performance?
A: Miller capacitance reduces the amplifier's bandwidth and high-frequency response by creating a low-pass filter effect at the input.
Q3: Can Miller capacitance be minimized?
A: Yes, through careful circuit design, using cascode configurations, or selecting transistors with lower gate-drain capacitance.
Q4: Is Miller capacitance always undesirable?
A: While it typically limits high-frequency performance, it can be beneficial in some applications like integrator circuits or for stability compensation.
Q5: How does voltage gain affect Miller capacitance?
A: Higher voltage gain increases the effective Miller capacitance, which further reduces the amplifier's bandwidth and high-frequency performance.