Advanced PWM Duty Cycle Calculator

Calculate PWM timing, duty cycle, frequency, voltage, power, timer registers, resolution, dead time, and hardware limits with clear steps, comparisons, and visual waveforms instantly.

Calculation Mode

PWM Timing Inputs

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Electrical and Load Inputs

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Microcontroller Timer Inputs

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The calculator converts every entered unit to SI units before solving. It also reports ideal electrical values, timer quantisation, dead-time effects, pulse totals, and application estimates.

Interactive PWM Waveform

4 cycles

Duty-Cycle Sweep and Comparison

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DutyON timeOFF timeAverage voltageRMS voltageAverage powerCompare valueQuantised duty

Calculation History

No saved calculations yet.

Formula Used

Duty cycle (%) = ON time ÷ Period × 100

Period = 1 ÷ Frequency

ON time = Period × Duty fraction

OFF time = Period − ON time

Average voltage = Supply voltage × Duty fraction

RMS voltage = Supply voltage × √Duty fraction

Average resistive power = Full-duty power × Duty fraction

Edge-aligned frequency = Timer clock ÷ (TOP + 1)

Centre-aligned frequency ≈ Timer clock ÷ (2 × TOP)

Duty step ≈ 100 ÷ (TOP + 1)

How to Use

Select the quantity you need to solve. Enter the relevant timing or timer values. Choose units beside every measurement.

Add supply and load details for electrical estimates. Enter dead time for complementary switching analysis. Press Calculate PWM to view all results.

Use the sweep table to compare settings. Export results for documentation or testing. Verify hardware limits before implementation.

Example Data

ApplicationFrequencyDutySupplyExpected ideal average
LED dimming1 kHz25%12 V3 V average command
DC motor control20 kHz60%24 V14.4 V average command
Resistive heater10 Hz40%230 V40% ideal power
16 MHz timer1 kHz25%Prescaler 1TOP near 15,999

PWM Design Notes

Average voltage describes the mean waveform level. RMS voltage predicts resistive heating more accurately. Motors and inductors smooth current dynamically.

Timer resolution decreases as PWM frequency rises. Prescalers extend frequency range but reduce timer speed. Integer registers create unavoidable quantisation error.

Complementary outputs require non-overlap dead time. Excessive dead time distorts small duty cycles. Gate-driver limits must always be checked.

Frequently Asked Questions

What is PWM duty cycle?

Duty cycle is the percentage of one period spent active. A 25% signal stays high for one quarter. Polarity can invert the electrical meaning.

How are frequency and period related?

Frequency is the number of cycles each second. Period is the duration of one cycle. They are mathematical reciprocals.

Is average voltage equal to RMS voltage?

No. Average voltage follows duty directly for ideal unipolar PWM. RMS voltage follows the square root of duty.

Why does timer duty differ from requested duty?

Hardware registers use integer counts. The requested value is rounded to an available compare count. This creates quantisation error.

What does dead time change?

Dead time prevents simultaneous transistor conduction. It removes conduction time around switching transitions. Small pulses are affected most strongly.

Which PWM frequency suits motors?

The best frequency depends on motor inductance and driver losses. Frequencies above audible range reduce whining. Higher frequency increases switching losses.

Does motor speed equal duty percentage?

Duty cycle gives a useful command estimate. Real speed depends on back EMF and load. Closed-loop control improves accuracy.

Does LED brightness scale linearly?

Electrical average current can scale approximately with duty. Human vision responds nonlinearly to brightness. Gamma correction improves visual steps.

What is centre-aligned PWM?

Centre-aligned PWM places pulses symmetrically around cycle centres. It can reduce harmonic asymmetry. Its timer frequency formula differs.

Can this calculator replace datasheet checks?

No. It provides ideal calculations and engineering estimates. Confirm timer architecture, driver timing, and thermal limits.

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Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.