Compute trip points from reference, resistors, and output rails. View hysteresis width and center instantly. Download clean reports and inspect switching curves with confidence.
The graph compares rising and falling input sweeps against the output state. It helps you see the switching gap created by hysteresis.
| Mode | VOH (V) | VOL (V) | VREF (V) | RF (Ω) | RREF (Ω) | Rising Trip (V) | Falling Trip (V) | Width (V) |
|---|---|---|---|---|---|---|---|---|
| Non-Inverting | 12 | 0 | 2.5 | 100000 | 22000 | 2.04918 | 4.213115 | 2.163934 |
| Non-Inverting | 5 | 0 | 1.2 | 47000 | 10000 | 0.989474 | 1.866667 | 0.877193 |
| Inverting | 15 | -15 | 0 | 68000 | 10000 | 1.923077 | -1.923077 | 3.846154 |
| Inverting | 3.3 | 0 | 1.65 | 100000 | 47000 | 2.177551 | 1.122449 | 1.055102 |
This calculator assumes a resistor from the output to the threshold node and another resistor from the reference source to the same node.
Threshold node voltage:
VTH = (VOUT × RREF + VREF × RF) / (RF + RREF)
Threshold when output is high:
VTH,H = (VOH × RREF + VREF × RF) / (RF + RREF)
Threshold when output is low:
VTH,L = (VOL × RREF + VREF × RF) / (RF + RREF)
Hysteresis width:
ΔVHYS = |VTH,H - VTH,L|
Center voltage:
VCENTER = (VTH,H + VTH,L) / 2
Feedback factor:
β = RREF / (RF + RREF)
Comparator hysteresis creates two switching levels instead of one. That small gap stops rapid toggling near the decision point. It is useful when the input contains noise, ripple, or slow edges. A clean transition improves stability and repeatability.
The output is fed back to the threshold node through a resistor. A second resistor ties that same node to a reference voltage. When the output changes state, the threshold node also moves. This movement shifts the next switching point. That is the core idea behind hysteresis.
This page calculates the threshold with a high output state and the threshold with a low output state. It also gives the upper threshold, lower threshold, hysteresis width, center voltage, and half-band value. These values help you compare sensitivity against noise tolerance.
The same threshold values can be mapped differently in inverting and non-inverting designs. In a non-inverting design, the rising input trip usually matches the low-state threshold. The falling input trip usually matches the high-state threshold. In an inverting design, the mapping reverses. This tool handles that interpretation automatically.
If you increase the reference-side resistor share, the feedback factor grows. That makes the threshold shift larger when the output changes. A larger shift means more hysteresis width. More width improves noise immunity, but it also demands a larger input change before the next transition happens.
The graph shows rising and falling input sweeps. This makes the switching gap easy to inspect. The export buttons let you save the current design result as CSV or PDF. That is helpful for reviews, lab notes, and design comparisons.
Comparator hysteresis is the voltage gap between two switching thresholds. One threshold is used for a rising input, and the other is used for a falling input. The gap reduces false switching caused by noise.
Designers add hysteresis to stop chatter near the decision point. It improves switching stability when the input signal moves slowly or contains noise, ripple, or interference.
The resistor ratio controls how much output voltage is fed back to the threshold node. More feedback produces a larger threshold shift and therefore a wider hysteresis band.
Yes. The reference voltage shifts the threshold band up or down. It changes the center point, while the resistor ratio and output swing mainly set the band width.
Yes. The calculator accepts positive or negative output levels. That makes it useful for bipolar designs, level-shifted systems, and mixed-signal threshold checks.
They differ because the output state changes the feedback voltage. Once the comparator flips, the threshold moves, so the next trip point occurs at a different input level.
Not exactly. Hysteresis width shows the full separation between thresholds. Designers often use half of that width as a quick estimate of the disturbance level the input can absorb around the center region.
Use the topology that matches your actual signal path. Non-inverting mode is common when the signal enters the positive input. Inverting mode is common when the signal enters the negative input.
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.