ESR Equation:
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Equivalent Series Resistance (ESR) represents the total resistive losses in a capacitor. It includes the resistance of the dielectric, electrodes, leads, and connections. Lower ESR values indicate better capacitor performance and efficiency.
The calculator uses the ESR equation:
Where:
Explanation: The equation calculates the effective resistance in series with an ideal capacitor that would account for the same energy losses as the actual capacitor.
Details: ESR is critical for power supply filtering, high-frequency applications, and determining capacitor heating and efficiency. High ESR can lead to poor performance and reduced capacitor lifespan.
Tips: Enter dissipation factor (DF), frequency in Hz, and capacitance in farads. All values must be positive numbers. For microfarads, divide by 1,000,000 (e.g., 10μF = 0.00001F).
Q1: What is a typical ESR value for capacitors?
A: ESR varies by capacitor type. Electrolytics: 0.01-1Ω, Ceramics: 0.001-0.1Ω, Tantalums: 0.01-0.5Ω. Lower is generally better.
Q2: How does frequency affect ESR?
A: ESR typically decreases with increasing frequency up to a point, then may increase due to parasitic effects and dielectric losses.
Q3: Why is ESR important in power supplies?
A: High ESR causes increased ripple voltage, reduced filtering effectiveness, and can lead to capacitor overheating and failure.
Q4: How to measure ESR directly?
A: Using an ESR meter or impedance analyzer that applies a small AC signal and measures the resistive component at the test frequency.
Q5: Does temperature affect ESR?
A: Yes, ESR generally decreases with increasing temperature, though the relationship varies by capacitor type and materials.