strudel/packages/core/signal.mjs

import { Hap } from './hap.mjs';
import { Pattern, fastcat } from './pattern.mjs';
import Fraction from './fraction.mjs';

export function steady(value) {
  // A continuous value
  return new Pattern((span) => Hap(undefined, span, value));
}

export const signal = (func) => {
  const query = (state) => [new Hap(undefined, state.span, func(state.span.midpoint()))];
  return new Pattern(query);
};

export const isaw = signal((t) => 1 - (t % 1));
export const isaw2 = isaw._toBipolar();

export const saw = signal((t) => t % 1);
export const saw2 = saw._toBipolar();

export const sine2 = signal((t) => Math.sin(Math.PI * 2 * t));
export const sine = sine2._fromBipolar();
export const cosine = sine._early(Fraction(1).div(4));
export const cosine2 = sine2._early(Fraction(1).div(4));

export const square = signal((t) => Math.floor((t * 2) % 2));
export const square2 = square._toBipolar();

export const tri = fastcat(isaw, saw);
export const tri2 = fastcat(isaw2, saw2);


// random signals

const xorwise = x => {
  const a = (x << 13) ^ x
  const b = (a >> 17) ^ a
  return (b << 5) ^ b
}

// stretch 300 cycles over the range of [0,2**29 == 536870912) then apply the xorshift algorithm
const _frac = x => x - Math.trunc(x);

const timeToIntSeed = x => xorwise(Math.trunc(_frac(x / 300) * 536870912));

const intSeedToRand = x => (x % 536870912) / 536870912;

const timeToRand = x => intSeedToRand(timeToIntSeed(x));

const timeToRandsPrime = (seed, n) => {
  const result = [];
  for (let i = 0; i < n; ++n) {
    result.push(intSeedToRand(seed));
    seed = xorwise(seed);
  }
  return(result);
}

const timeToRands = (t, n) => timeToRandsPrime(timeToIntSeed(t), n)

export const rand = signal(timeToRand)