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dgeoutils - npm Package Compare versions

Comparing version 2.2.10 to 2.2.11

dist/DPlane.d.ts

4

dist/DPoint.d.ts

@@ -52,5 +52,9 @@ import { DLine } from './DLine';

rotate(a: number): DPoint;
rotate3dX(a: number): DPoint;
rotate3dY(a: number): DPoint;
rotate3dZ(a: number): DPoint;
move(v: number): DPoint;
move(p: DPoint): DPoint;
move(x: number, y: number): DPoint;
move(x: number, y: number, z: number): DPoint;
degreeToMeters(): DPoint;

@@ -57,0 +61,0 @@ metersToDegree(): DPoint;

@@ -167,8 +167,30 @@ "use strict";

}
move(x, y = x) {
rotate3dX(a) {
const { y, z } = this;
this.y = y * Math.cos(a) + z * Math.sin(a);
this.z = -y * Math.sin(a) + z * Math.cos(a);
return this;
}
rotate3dY(a) {
const { x, z } = this;
this.x = x * Math.cos(a) + z * Math.sin(a);
this.z = -x * Math.sin(a) + z * Math.cos(a);
return this;
}
rotate3dZ(a) {
const { x, y } = this;
this.x = x * Math.cos(a) - y * Math.sin(a);
this.y = -x * Math.sin(a) + y * Math.cos(a);
return this;
}
move(x, y = x, z = x) {
let xV = 0;
let yV = 0;
let zV = undefined;
if (x instanceof DPoint) {
xV = this.x + x.x;
yV = this.y + x.y;
if (this.z && x.z) {
zV = this.z + x.z;
}
}

@@ -178,5 +200,11 @@ else {

yV = this.y + y;
if (this.z && z) {
zV = this.z + z;
}
}
this.x = xV;
this.y = yV;
if (zV) {
this.z = zV;
}
return this;

@@ -183,0 +211,0 @@ }

2

dist/DPolygon.d.ts

@@ -57,3 +57,3 @@ /// <reference types="offscreencanvas" />

static WKT_POLYGON: string;
toWKT(type?: string): string;
toWKT(type?: string, withZ?: boolean): string;
filter(f: (p: DPoint) => boolean): DPolygon;

@@ -60,0 +60,0 @@ map(f: (r: DPoint) => DPoint): DPolygon;

@@ -329,3 +329,3 @@ "use strict";

}
toWKT(type = DPolygon.WKT_POLYGON) {
toWKT(type = DPolygon.WKT_POLYGON, withZ = false) {
if (type === DPolygon.WKT_POLYGON) {

@@ -337,6 +337,6 @@ let h = '';

}
return `POLYGON ((${this.deintersection.pPoints.map((r) => `${r.x} ${r.y}`)
return `POLYGON ((${this.deintersection.pPoints.map((r) => `${r.x} ${r.y}${withZ ? ` ${r.z}` : ''}`)
.join(', ')})${h})`;
}
return `LINESTRING (${this.pPoints.map((r) => `${r.x} ${r.y}`)
return `LINESTRING (${this.pPoints.map((r) => `${r.x} ${r.y}${withZ ? ` ${r.z}` : ''}`)
.join(', ')})`;

@@ -343,0 +343,0 @@ }

@@ -20,2 +20,5 @@ import { DPolygon } from './DPolygon';

rotate(a: number): DPolygonLoop;
rotate3dX(a: number): DPolygonLoop;
rotate3dY(a: number): DPolygonLoop;
rotate3dZ(a: number): DPolygonLoop;
move(v: number): DPolygonLoop;

@@ -22,0 +25,0 @@ move(p: DPoint): DPolygonLoop;

@@ -13,24 +13,27 @@ "use strict";

LoopFunctions[LoopFunctions["rotate"] = 6] = "rotate";
LoopFunctions[LoopFunctions["move"] = 7] = "move";
LoopFunctions[LoopFunctions["round"] = 8] = "round";
LoopFunctions[LoopFunctions["ceil"] = 9] = "ceil";
LoopFunctions[LoopFunctions["floor"] = 10] = "floor";
LoopFunctions[LoopFunctions["toFixed"] = 11] = "toFixed";
LoopFunctions[LoopFunctions["abs"] = 12] = "abs";
LoopFunctions[LoopFunctions["scale"] = 13] = "scale";
LoopFunctions[LoopFunctions["divide"] = 14] = "divide";
LoopFunctions[LoopFunctions["degreeToRadians"] = 15] = "degreeToRadians";
LoopFunctions[LoopFunctions["radiansToDegrees"] = 16] = "radiansToDegrees";
LoopFunctions[LoopFunctions["radiansToMeters"] = 17] = "radiansToMeters";
LoopFunctions[LoopFunctions["metersToRadians"] = 18] = "metersToRadians";
LoopFunctions[LoopFunctions["hipPoint"] = 19] = "hipPoint";
LoopFunctions[LoopFunctions["xPoint"] = 20] = "xPoint";
LoopFunctions[LoopFunctions["yPoint"] = 21] = "yPoint";
LoopFunctions[LoopFunctions["wPoint"] = 22] = "wPoint";
LoopFunctions[LoopFunctions["hPoint"] = 23] = "hPoint";
LoopFunctions[LoopFunctions["setIfLessThan"] = 24] = "setIfLessThan";
LoopFunctions[LoopFunctions["minus"] = 25] = "minus";
LoopFunctions[LoopFunctions["degreeToMeters"] = 26] = "degreeToMeters";
LoopFunctions[LoopFunctions["metersToDegree"] = 27] = "metersToDegree";
LoopFunctions[LoopFunctions["flipVertically"] = 28] = "flipVertically";
LoopFunctions[LoopFunctions["rotate3dX"] = 7] = "rotate3dX";
LoopFunctions[LoopFunctions["rotate3dY"] = 8] = "rotate3dY";
LoopFunctions[LoopFunctions["rotate3dZ"] = 9] = "rotate3dZ";
LoopFunctions[LoopFunctions["move"] = 10] = "move";
LoopFunctions[LoopFunctions["round"] = 11] = "round";
LoopFunctions[LoopFunctions["ceil"] = 12] = "ceil";
LoopFunctions[LoopFunctions["floor"] = 13] = "floor";
LoopFunctions[LoopFunctions["toFixed"] = 14] = "toFixed";
LoopFunctions[LoopFunctions["abs"] = 15] = "abs";
LoopFunctions[LoopFunctions["scale"] = 16] = "scale";
LoopFunctions[LoopFunctions["divide"] = 17] = "divide";
LoopFunctions[LoopFunctions["degreeToRadians"] = 18] = "degreeToRadians";
LoopFunctions[LoopFunctions["radiansToDegrees"] = 19] = "radiansToDegrees";
LoopFunctions[LoopFunctions["radiansToMeters"] = 20] = "radiansToMeters";
LoopFunctions[LoopFunctions["metersToRadians"] = 21] = "metersToRadians";
LoopFunctions[LoopFunctions["hipPoint"] = 22] = "hipPoint";
LoopFunctions[LoopFunctions["xPoint"] = 23] = "xPoint";
LoopFunctions[LoopFunctions["yPoint"] = 24] = "yPoint";
LoopFunctions[LoopFunctions["wPoint"] = 25] = "wPoint";
LoopFunctions[LoopFunctions["hPoint"] = 26] = "hPoint";
LoopFunctions[LoopFunctions["setIfLessThan"] = 27] = "setIfLessThan";
LoopFunctions[LoopFunctions["minus"] = 28] = "minus";
LoopFunctions[LoopFunctions["degreeToMeters"] = 29] = "degreeToMeters";
LoopFunctions[LoopFunctions["metersToDegree"] = 30] = "metersToDegree";
LoopFunctions[LoopFunctions["flipVertically"] = 31] = "flipVertically";
})(LoopFunctions || (LoopFunctions = {}));

@@ -68,2 +71,14 @@ const decodePoolRecord = (a, { functionName, pointArg, numberPointArg, numberArg, setterArg }) => {

break;
case LoopFunctions.rotate3dX:
res = (k) => a(k)
.rotate3dX(numberArg);
break;
case LoopFunctions.rotate3dY:
res = (k) => a(k)
.rotate3dY(numberArg);
break;
case LoopFunctions.rotate3dZ:
res = (k) => a(k)
.rotate3dZ(numberArg);
break;
case LoopFunctions.move:

@@ -220,2 +235,23 @@ res = (k) => a(k)

}
rotate3dX(a) {
this.pool.push({
functionName: LoopFunctions.rotate3dX,
numberArg: a
});
return this;
}
rotate3dY(a) {
this.pool.push({
functionName: LoopFunctions.rotate3dY,
numberArg: a
});
return this;
}
rotate3dZ(a) {
this.pool.push({
functionName: LoopFunctions.rotate3dZ,
numberArg: a
});
return this;
}
move(x, y = x) {

@@ -222,0 +258,0 @@ this.pool.push({

@@ -9,4 +9,5 @@ export * from './DCircle';

export * from './DPolygonLoop';
export * from './DPlane';
export declare const DGeo: {
DEBUG: boolean;
};

@@ -22,4 +22,5 @@ "use strict";

__exportStar(require("./DPolygonLoop"), exports);
__exportStar(require("./DPlane"), exports);
exports.DGeo = {
DEBUG: false
};

@@ -16,2 +16,4 @@ import { DPoint } from './DPoint';

export declare const createArray: (v: number) => number[];
export declare const createMatrix: ({ h, w }: DPoint) => number[][];
export declare const gaussianElimination: (matrix: number[][]) => number[];
export {};
"use strict";
Object.defineProperty(exports, "__esModule", { value: true });
exports.createArray = exports.checkFunction = exports.warn = void 0;
exports.gaussianElimination = exports.createMatrix = exports.createArray = exports.checkFunction = exports.warn = void 0;
const index_1 = require("./index");

@@ -68,1 +68,47 @@ const DPoint_1 = require("./DPoint");

exports.createArray = createArray;
const createMatrix = ({ h, w }) => (0, exports.createArray)(h).map(() => (0, exports.createArray)(w));
exports.createMatrix = createMatrix;
const GAUSSIAN_ELIMINATION_MIN = 1e-10;
const gaussianElimination = (matrix) => {
const n = matrix.length;
const matrixClone = (0, exports.createMatrix)(new DPoint_1.DPoint(n + 1, n));
for (let i = 0; i < n; i++) {
for (let j = 0; j < n + 1; j++) {
matrix[i][j] = matrix[i][j] === 0 ? GAUSSIAN_ELIMINATION_MIN : matrix[i][j];
matrixClone[i][j] = matrix[i][j];
}
}
for (let k = 0; k < n; k++) {
for (let i = 0; i < n + 1; i++) {
matrixClone[k][i] /= matrix[k][k];
}
for (let i = k + 1; i < n; i++) {
const K = matrixClone[i][k] / matrixClone[k][k];
for (let j = 0; j < n + 1; j++) {
matrixClone[i][j] -= matrixClone[k][j] * K;
}
}
for (let i = 0; i < n; i++) {
for (let j = 0; j < n + 1; j++) {
matrix[i][j] = matrixClone[i][j];
}
}
}
for (let k = n - 1; k > -1; k--) {
for (let i = n; i > -1; i--) {
matrixClone[k][i] /= matrix[k][k];
}
for (let i = k - 1; i > -1; i--) {
const K = matrixClone[i][k] / matrixClone[k][k];
for (let j = n; j > -1; j--) {
matrixClone[i][j] -= matrixClone[k][j] * K;
}
}
}
const answer = (0, exports.createArray)(n);
for (let i = 0; i < n; i++) {
answer[i] = matrixClone[i][n];
}
return answer;
};
exports.gaussianElimination = gaussianElimination;
{
"name": "dgeoutils",
"version": "2.2.10",
"version": "2.2.11",
"description": "",

@@ -5,0 +5,0 @@ "scripts": {

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