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Buck-Boost Converter CCM Ripple & Inductance Calculator

The non-isolated inverting Buck-Boost converter can step DC voltages up or down to any desired magnitude with inverted polarity.

DC supply source voltage.

Desired regulated DC output voltage magnitude.

MOSFET power switching frequency in kilohertz.

Continuous DC load current delivered to output.

Value of energy storage power inductor in microhenries.

Value of output filter capacitor in microfarads.

Calculated Result
66.7%

PWM Duty Cycle (D)

Inductor Current Ripple (ΔI_L)

0.80 A

Output Voltage Ripple (ΔV_out)

60.6 mV

CCM Critical Inductance

3.3 µH

Conduction Mode

CCM (Continuous)

Calculation Breakdown

  1. D = Vout / (Vin + Vout)66.7%
  2. ΔI_L = (Vin · D · T) / L0.80 A
  3. ΔV_out = (I_out · D · T) / C60.6 mV

What Is the Buck-Boost Converter CCM Ripple & Inductance Calculator?

The inverting Buck-Boost topology stores energy in the inductor during switch ON time and dumps energy into the load during switch OFF time.

Continuous Conduction Mode (CCM) ensures inductor current never drops to zero during the switching cycle.

How Does the Buck-Boost Converter CCM Ripple & Inductance Calculator Work?

Duty cycle D governs the conversion ratio: D < 0.5 steps down (buck), while D > 0.5 steps up (boost).

Inductor ripple current is determined by input voltage, ON-time, and inductance value.

Output capacitor sustains total load current during the switch ON phase, creating voltage ripple Delta_Vout.

Buck-Boost Converter CCM Ripple & Inductance Calculator Formula & Variables

The core mathematical equation utilized by this calculator is expressed as:

D = \frac{|V_{out}|}{V_{in} + |V_{out}|}, \quad \Delta I_L = \frac{V_{in} D T}{L}, \quad \Delta V_{out} = \frac{I_{out} D T}{C}, \quad L_{crit} = \frac{V_{in} (1-D)^2 T}{2 I_{out}}

Calculates PWM duty cycle, ripple current, output ripple voltage, and critical CCM inductance boundary.

How to Use the Buck-Boost Converter CCM Ripple & Inductance Calculator

  1. Specify DC input and desired output voltage magnitude.
  2. Enter switching frequency and maximum DC load current.
  3. Input chosen inductor and capacitor values to evaluate ripple percentages.

Step-by-Step Example Calculation

Buck-Boost CCM Standard Case

Input Values:

inputVoltageV:12
outputVoltageMagV:24
switchingFrequencyKhz:100
loadCurrentA:2
inductanceUh:100
capacitanceUf:220
Worked Steps: Representative engineering benchmark scenario.

Understanding Your Result

Duty cycle shows PWM gating requirements for closed-loop control.

Inductor ripple current should typically be sized between 20% and 40% of average inductor current.

Critical inductance confirms whether the converter will maintain CCM under light loads.

Factors That Affect the Result

  • Switching frequency: Higher frequencies dramatically reduce required L and C sizes at the expense of switching losses.
  • Duty cycle: As D exceeds 0.7, peak inductor and switch current stresses rise sharply.
  • Capacitor ESR: Real capacitors have Equivalent Series Resistance that adds ESR * Delta_IL to voltage ripple.

When Should You Use This Calculator?

  • Designing battery-powered power supplies where battery voltage can drop above or below regulated rail (e.g., 4 Li-ion cells powering 15V).
  • Power electronics component selection and thermal stress analysis.

Assumptions & Limitations

  • Assumes ideal lossless switches and diodes without forward drop voltages.
  • Assumes pure capacitive filtering without ESR ripple contributions.

Frequently Asked Questions

Calculation Accuracy & Reference Note

Standard steady-state volt-second and amp-second balance equations in CCM.

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