RC and LC filter −3 dB cutoff frequency · fc = 1/(2πRC) · reverse-solve the capacitor or resistor · browser-only
- Runs locally
- Category Calculator
- Best for Getting a realistic range before a purchase, plan, workout, or schedule decision.
Find the −3 dB cutoff frequency of an RC or LC filter, or design backward from a target cutoff. The same corner frequency applies to a low-pass and a high-pass built from the same parts.
At fc the output power is halved and the signal voltage drops to 1/√2 ≈ 0.707 of the passband. Low-pass passes below fc, high-pass passes above it; both share this corner.
What this tool does
A focused cutoff frequency calculator for first-order RC filters and second-order LC filters. For an RC filter the corner is fc = 1/(2π·R·C), and the same number is the −3 dB point whether you wire it as a low-pass or a high-pass. Type a resistor and a capacitor, read the cutoff instantly in Hz, kHz or MHz. For an LC filter the tool uses fc = 1/(2π·√(L·C)). A design mode flips the math around so you can start from a target cutoff and a part you already have, then read back the exact capacitor or resistor you need to hit that corner. Every field carries a unit prefix so you punch in 10 kΩ and 1.6 nF the way they read off a schematic, and the result auto-picks a readable prefix. One-click copy and a shareable URL that reopens your exact filter. Everything runs in your browser, no upload, no account.
Tool details
- Input
- Files + Numbers
- The page exposes text boxes, numeric controls, file pickers, or structured inputs depending on the tool.
- Output
- Live result + Copy
- The result area focuses on usable output, with copy, download, or preview actions when supported.
- Privacy
- Browser-side processing
- The main tool logic does not call an external API, so inputs normally stay in the current tab.
- Save / share
- Shareable URL state
- Key settings are encoded in the URL so another person can reopen the same setup.
- Performance budget
- Initial JS <= 9 KB
- No WASM budget is declared, keeping the tool quick to open on mobile.
- Best fit
- Calculator · Developer
- Category and role tags drive related tools, internal links, and quick fit checks.
How to use
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1. Input
Paste or drop your content into the tool panel.
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2. Process
Click the button. All processing is local in your browser.
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3. Copy / Download
Copy the result or download to disk in one click.
How Low Pass Filter Cutoff Calculator fits into your work
Use it for fast estimates, comparisons, and planning numbers before you make the final call.
Calculation jobs
- Getting a realistic range before a purchase, plan, workout, or schedule decision.
- Comparing scenarios by changing one input at a time.
- Turning rough assumptions into a number you can discuss.
Calculation checks
- Double-check units, dates, rates, and rounding assumptions.
- Treat health, finance, tax, and legal outputs as planning aids, not professional advice.
- Save the inputs that produced an important result so you can reproduce it later.
Good next steps
These links move the current task into a more complete workflow.
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Real-world use cases
Size an anti-aliasing filter before an ADC
You sample a sensor at 1 kS/s and need to kill noise above the Nyquist frequency of 500 Hz. Drop in a passive RC low-pass with the corner around 200 Hz, pick a 10 kΩ resistor, and the design mode hands back C ≈ 80 nF. Round to a standard 82 nF and the corner lands close enough that aliasing is suppressed before the converter ever sees the signal.
Design a speaker crossover point
A two-way speaker needs the tweeter protected from bass. Set a 2.5 kHz high-pass corner for an 8 Ω tweeter, solve for the series capacitor, and read C ≈ 8 µF. Pair it with the matching low-pass inductor for the woofer and you have a clean first-order crossover, all from the same fc = 1/(2πRC) corner shared by both halves.
Tune an LC filter for power-supply ripple
A switching supply leaves 100 kHz ripple on the rail. Switch to LC mode, enter a 100 µH inductor and a 10 µF capacitor, and read the corner near 5 kHz. Because the LC roll-off is 40 dB per decade, that places the 100 kHz ripple more than 50 dB down, far quieter than a single RC stage could manage.
Check a microcontroller debounce or sensor smoothing stage
You added an RC to smooth a noisy analog line and want to confirm it is not eating your real signal. Enter the resistor and capacitor you actually placed, read the corner, and compare it to the bandwidth of the signal you care about. If the corner sits below your signal you know to shrink the capacitor before it rounds off real edges.
Common pitfalls
Mixing up the capacitor unit. A 100 nF cap entered as 100 µF is off by a thousand, pushing the cutoff a thousand times too low. Always confirm pF / nF / µF before reading the corner — the prefix dropdown is there so you do not have to retype powers of ten.
Assuming the high-pass has a different corner from the low-pass. They share the identical fc = 1/(2πRC). Switching topology does not move the corner; only the side that passes changes. Pick fc once, then decide low-pass or high-pass by where you tap the output.
Treating the −3 dB point as a brick wall. The signal is already down 3 dB AT the corner and keeps rolling off gradually past it, not dropping to zero. A first-order filter only attenuates 20 dB per decade, so a frequency one decade past fc is still only 20 dB down.
Privacy
Every calculation — the RC corner, the LC corner, and the reverse-solve for a capacitor or resistor — is plain JavaScript that runs in your browser tab. No component value or filter design ever leaves the page, and nothing is logged. The one caveat: the shareable URL encodes your values and units in the query string, so a "share link" pasted into chat will record those numbers in the recipient server's access log. For a private design, use the copy button and paste the text instead.
FAQ
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