Lemonergy · Studio block

Quantized sine in cycles

Evaluates a sine from phase in cycles and rounds its value to 14 fractional bits.

Behavior

y = round(16384 × sin(2π cycles))/16384. The worked example connects this operation to signals in Lemonergy Studio.

Original Lemonergy interface view. Lines identify ports; they are not a completed simulation circuit.

Ports and observed outputs
Name	Direction	Unit	Meaning
`in0`	input	1	Cycles; real scalar.
`out0`	output	1	Sine; real scalar.

No configurable parameters for this component.

Cycles = 0.25. Sine at 0 s = 1.

Numerical checks for the bundled synthetic example
Output	Time (s)	Expected value	Unit	Absolute tolerance
Sine `out0`	0	`1`	1	1e-08

Quantized sine in cycles

Quantized sine in cycles: 1 — at 0 s

2 actual recorded samples. Lines are visual guides between samples. Synthetic example, not measured cell data.

Evaluates a sine from phase in cycles and rounds its value to 14 fractional bits.

Quantized sine in cycles: y = round(16384 × sin(2π cycles))/16384. The worked example connects this operation to signals in Lemonergy Studio.
- Use the block reference for settings and connections.
- Implementation tested locally; public release pending.

Input in cycles, periodic sine rounded to 14 fractional bits; numeric real ports rather than general fixed-point datatype propagation.
Shapes and element types are explicit. Values must be finite; automatic reshaping and unit conversion are not performed.

This software operation and its numerical conventions are defined by the public contract and worked example; no external research result is claimed.

This reference follows the public interface and locally verified numerical checks for an upcoming release.

Contract: Lemonergy Studio public contract · Verification record: verification-2026-10-27