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Calculators / Technology / Capacitive reactance

Capacitive reactance calculator

Find the magnitude of capacitive reactance at a sinusoidal frequency; increasing frequency or capacitance lowers the opposition to alternating current.

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Your result

Reactance magnitude31.83Ω

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How to calculate

Find the magnitude of capacitive reactance at a sinusoidal frequency; increasing frequency or capacitance lowers the opposition to alternating current.

Reactance magnitude = 1/(2*pi*f*c/1000000) Ω

Worked example

Frequency (Hz): 50; Capacitance (µF): 100.

Reactance magnitude: 31.83 Ω.

Assumptions and limits

Find the magnitude of capacitive reactance at a sinusoidal frequency; increasing frequency or capacitance lowers the opposition to alternating current. Ideal components without parasitic effects or losses. Reactance is a magnitude for sinusoidal AC. The RC cutoff assumes an unloaded first-order low-pass filter.

Results are rounded for display; calculations use unrounded values. Read our calculation methodology.

Understanding the result

Find the magnitude of capacitive reactance at a sinusoidal frequency; increasing frequency or capacitance lowers the opposition to alternating current.

When this tool is useful

Reactance magnitude = 1/(2*pi*f*c/1000000) Ω

Understanding your inputs

InputWhat to enter
Frequency (Hz)Enter a number of at least 1e-12 and no more than 1000000000000.
Capacitance (µF)Enter a number of at least 1e-12 and no more than 1000000000000.

Frequently asked questions

What assumptions does this calculation use?

Find the magnitude of capacitive reactance at a sinusoidal frequency; increasing frequency or capacitance lowers the opposition to alternating current. Ideal components without parasitic effects or losses. Reactance is a magnitude for sinusoidal AC. The RC cutoff assumes an unloaded first-order low-pass filter.

How is the result calculated?

Reactance magnitude = 1/(2*pi*f*c/1000000) Ω