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band.js
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colors.js
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constant.js
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continuous.js
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diverging.js
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identity.js
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index.js
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init.js
642
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linear.js
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log.js
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nice.js
345
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number.js
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ordinal.js
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pow.js
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quantile.js
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quantize.js
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radial.js
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sequential.js
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sequentialQuantile.js
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symlog.js
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threshold.js
997
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tickFormat.js
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time.js
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utcTime.js
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Code Editor : log.js
import {ticks} from "d3-array"; import {format, formatSpecifier} from "d3-format"; import nice from "./nice.js"; import {copy, transformer} from "./continuous.js"; import {initRange} from "./init.js"; function transformLog(x) { return Math.log(x); } function transformExp(x) { return Math.exp(x); } function transformLogn(x) { return -Math.log(-x); } function transformExpn(x) { return -Math.exp(-x); } function pow10(x) { return isFinite(x) ? +("1e" + x) : x < 0 ? 0 : x; } function powp(base) { return base === 10 ? pow10 : base === Math.E ? Math.exp : x => Math.pow(base, x); } function logp(base) { return base === Math.E ? Math.log : base === 10 && Math.log10 || base === 2 && Math.log2 || (base = Math.log(base), x => Math.log(x) / base); } function reflect(f) { return (x, k) => -f(-x, k); } export function loggish(transform) { const scale = transform(transformLog, transformExp); const domain = scale.domain; let base = 10; let logs; let pows; function rescale() { logs = logp(base), pows = powp(base); if (domain()[0] < 0) { logs = reflect(logs), pows = reflect(pows); transform(transformLogn, transformExpn); } else { transform(transformLog, transformExp); } return scale; } scale.base = function(_) { return arguments.length ? (base = +_, rescale()) : base; }; scale.domain = function(_) { return arguments.length ? (domain(_), rescale()) : domain(); }; scale.ticks = count => { const d = domain(); let u = d[0]; let v = d[d.length - 1]; const r = v < u; if (r) ([u, v] = [v, u]); let i = logs(u); let j = logs(v); let k; let t; const n = count == null ? 10 : +count; let z = []; if (!(base % 1) && j - i < n) { i = Math.floor(i), j = Math.ceil(j); if (u > 0) for (; i <= j; ++i) { for (k = 1; k < base; ++k) { t = i < 0 ? k / pows(-i) : k * pows(i); if (t < u) continue; if (t > v) break; z.push(t); } } else for (; i <= j; ++i) { for (k = base - 1; k >= 1; --k) { t = i > 0 ? k / pows(-i) : k * pows(i); if (t < u) continue; if (t > v) break; z.push(t); } } if (z.length * 2 < n) z = ticks(u, v, n); } else { z = ticks(i, j, Math.min(j - i, n)).map(pows); } return r ? z.reverse() : z; }; scale.tickFormat = (count, specifier) => { if (count == null) count = 10; if (specifier == null) specifier = base === 10 ? "s" : ","; if (typeof specifier !== "function") { if (!(base % 1) && (specifier = formatSpecifier(specifier)).precision == null) specifier.trim = true; specifier = format(specifier); } if (count === Infinity) return specifier; const k = Math.max(1, base * count / scale.ticks().length); // TODO fast estimate? return d => { let i = d / pows(Math.round(logs(d))); if (i * base < base - 0.5) i *= base; return i <= k ? specifier(d) : ""; }; }; scale.nice = () => { return domain(nice(domain(), { floor: x => pows(Math.floor(logs(x))), ceil: x => pows(Math.ceil(logs(x))) })); }; return scale; } export default function log() { const scale = loggish(transformer()).domain([1, 10]); scale.copy = () => copy(scale, log()).base(scale.base()); initRange.apply(scale, arguments); return scale; }
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