Introduction

This guide provides comprehensive application information for Electronicon capacitors in power electronics systems. Following these guidelines will help ensure reliable operation and maximum lifetime.

DC-Link Capacitor Applications

Capacitance Calculation

DC-link capacitance is determined by allowable voltage ripple:

C = I_ripple / (2 × π × f_sw × ΔV)

Where:

  • I_ripple = DC ripple current (A)
  • f_sw = Switching frequency (Hz)
  • ΔV = Allowable voltage ripple (V)

Example: For I_ripple = 50A, f_sw = 10kHz, ΔV = 20V (2% of 1000V):

C = 50 / (2 × π × 10000 × 20) = 39.8uF

Use 40-50uF minimum, typically 100-500uF for practical designs.

Ripple Current Considerations

Ripple current creates heat in the capacitor:

P_loss = I_rms² × ESR

Temperature rise depends on thermal resistance:

ΔT = P_loss × R_th

Design guidelines:

  • Use 80% of rated ripple current for long lifetime
  • Ensure adequate cooling airflow
  • Monitor case temperature during testing

Mounting and Cooling

Proper mounting ensures good thermal contact:

  • Stud mount capacitors: Use 25-30 Nm torque for M12 studs
  • Thermal interface: Apply thermal grease between capacitor and heatsink
  • Airflow: Ensure natural or forced convection cooling
  • Orientation: Dry filling allows any mounting position
  • AC Filter Capacitor Applications

    Reactive Power Calculation

    Reactive power Q = 2π × f × C × V²

    Example: For 10uF at 400V, 50Hz:

    Q = 2π × 50 × 10×10⁻⁶ × 400² = 502 VAR ≈ 0.5 kVAR

    Detuning Reactor Selection

    Detuning prevents resonance with harmonics:

    DetuningReactorTuning FrequencyApplication
    5.67%14%210HzHigh harmonic
    7%7%189HzStandard
    14%14%134HzVery high harmonic

    Standard 7% detuning is suitable for most applications.

    Snubber Capacitor Applications

    Snubber Design

    Snubber capacitor value:

    C = L × I² / V²

    Where:

    • L = Stray inductance (H)
    • I = Peak current (A)
    • V = Allowable overvoltage (V)

    Example: For L = 1μH, I = 100A, V = 200V (200V overshoot on 1000V bus):

    C = 1×10⁻⁶ × 100² / 200² = 250nF

    Use 200-300nF standard value.

    Damping Resistor

    Damping resistor value:

    R = √(L / C)

    For L = 1μH, C = 250nF: R = √(1×10⁻⁶ / 250×10⁻⁹) = 2Ω

    Use 2-10Ω typical. Higher values provide more damping but increase losses.