power
Powers, roots, and reciprocals in one node
- FLOAT
power (Basic data handling: FloatPower) raises one float to the power of another - base ** exponent in Python - and it's more flexible than it looks, because that single operation quietly covers three different math moves:
- Integer exponents -
2 ** 3→8.0. Classic. - Fractional exponents -
16 ** 0.5→4.0. That's a square root wearing a costume;0.333...gets you cube roots. - Negative exponents -
4 ** -1→0.25. A reciprocal, i.e.1 / 4, without a division node.
Two required inputs, base and exponent (both FLOAT, defaulting to 1), one FLOAT output.
When it earns its place
The fun use cases are the non-obvious ones. Want a "square root of the width" or a curve that falls off with the square of distance? That's power. Want to apply a gamma-style curve to a 0–1 strength value - say, to bias denoise toward low or high? Raise it to a constant exponent and watch the distribution shift. Exponent math is how you get nonlinear control out of a linear value, and this is the node that does it without making you reach for a formula.
Like the rest of this pack's arithmetic, it's a single-operation node. If you're building a real expression - (a ** 2) / (b + 1) - chain a few of these and it gets ugly fast; MathFormula is the escape hatch for that.
Installing it
Part of the Basic data handling pack by StableLlama. ComfyUI Manager → search "Basic data handling" → install → restart. Manual:
cd ComfyUI/custom_nodes
git clone https://github.com/StableLlama/ComfyUI-basic_data_handling
then restart. No dependencies, no requirements.txt, no model files.
Troubleshooting
A couple of edge cases are worth naming so they don't surprise you. A negative base with a fractional exponent (like (-2) ** 0.5) is mathematically imaginary, and Python will hand you a complex number - which then won't plug cleanly into anything expecting a plain float. And 0 ** 0 evaluates to 1.0 in Python, which is a convention, not a proof - fine for a workflow, just don't build expectations on it. Both cases are rare in practice, but they're the kind of thing that sends you on a 40-minute goose chase if you hit them blind.
Inputs (2)
| Name | Type | Default | Description |
|---|---|---|---|
| base | FLOAT | 1.00 | — |
| exponent | FLOAT | 1.00 | — |
Outputs (1)
| Name | Type | Description |
|---|---|---|
| FLOAT | FLOAT | — |