/** * Copyright (c) 2011-2018 by Andrew Mustun. All rights reserved. * Copyright (c) 2015 by Robert S. (Modification to draw arc with specified length). * This file is part of the QCAD project. * * QCAD is free software: you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation, either version 3 of the License, or * (at your option) any later version. * * QCAD is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with QCAD. */ include("scripts/Draw/Arc/Arc.js"); /** * \class Arc2PL * \brief Arc from two points and length. * \ingroup ecma_draw_arc */ function Arc2PL(guiAction) { Arc.call(this, guiAction); this.point1 = undefined; this.point2 = undefined; this.center = undefined; this.len = undefined; this.radius = undefined; this.reversed = false; this.setUiOptions("Arc2PL.ui"); } Arc2PL.prototype = new Arc(); Arc2PL.State = { SettingPoint1 : 0, SettingPoint2 : 1 }; Arc2PL.prototype.beginEvent = function() { Arc.prototype.beginEvent.call(this); this.setState(Arc2PL.State.SettingPoint1); }; Arc2PL.prototype.setState = function(state) { Arc.prototype.setState.call(this, state); this.getDocumentInterface().setClickMode(RAction.PickCoordinate); this.setCrosshairCursor(); var appWin = RMainWindowQt.getMainWindow(); switch (this.state) { case Arc2PL.State.SettingPoint1: this.point1 = undefined; this.point2 = undefined; this.center = undefined; var trStartPoint = qsTr("Start point"); this.setCommandPrompt(trStartPoint); this.setLeftMouseTip(trStartPoint); this.setRightMouseTip(EAction.trCancel); break; case Arc2PL.State.SettingPoint2: this.point2 = undefined; this.center = undefined; var trEndPoint = qsTr("End point"); this.setCommandPrompt(trEndPoint); this.setLeftMouseTip(trEndPoint); this.setRightMouseTip(EAction.trBack); break; } EAction.showSnapTools(); }; Arc2PL.prototype.escapeEvent = function() { switch (this.state) { case Arc2PL.State.SettingPoint1: EAction.prototype.escapeEvent.call(this); break; case Arc2PL.State.SettingPoint2: this.setState(Arc2PL.State.SettingPoint1); break; } }; Arc2PL.prototype.pickCoordinate = function(event, preview) { this.error = ""; var di = this.getDocumentInterface(); switch (this.state) { case Arc2PL.State.SettingPoint1: this.point1 = event.getModelPosition(); if (!preview) { di.setRelativeZero(this.point1); this.setState(Arc2PL.State.SettingPoint2); } break; case Arc2PL.State.SettingPoint2: this.point2 = event.getModelPosition(); if (this.point1.getDistanceTo(this.point2) > this.len) { this.point2 = undefined; } if (preview) { this.updatePreview(); } else { var op = this.getOperation(false); if (!isNull(op)) { di.applyOperation(op); di.setRelativeZero(this.point2); this.setState(Arc2PL.State.SettingPoint1); } } break; } if (!preview && this.error.length!==0) { EAction.handleUserWarning(this.error); } }; Arc2PL.prototype.getOperation = function(preview) { var shape = this.getArc2PL(preview); if (isNull(shape)) { return undefined; } var doc = this.getDocument(); var entity = new RArcEntity(doc, new RArcData(shape)); if (!isEntity(entity)) { return undefined; } return new RAddObjectOperation(entity, this.getToolTitle()); }; Arc2PL.prototype.getArc2PL = function(preview) { if (isNull(this.point1) || isNull(this.point2) || !isNumber(this.len)) { return undefined; } if (this.len <= 0.0 || this.len > 1.0e6) { if (!preview) { this.error = qsTr("Invalid length"); } return undefined; } if (this.point1.equalsFuzzy(this.point2)) { if (!preview) { this.error = qsTr("The two points are identical"); } return undefined; } var chordlen = this.point1.getDistanceTo(this.point2); var arclen = this.len; if (chordlen >= arclen) { if (!preview) { this.error = qsTr("The distance between the two points must be less than the arc length"); } return undefined; } var ang = this.arcChordAngle(arclen, chordlen); this.radius = chordlen/(2.0 * (Math.sin(ang/2.0))); var circle1 = new RCircle(this.point1, this.radius); var circle2 = new RCircle(this.point2, this.radius); var ips = circle1.getIntersectionPoints(circle2, false); if (ips.length===2) { var ipRight, ipLeft; var line = new RLine(this.point1, this.point2); if (line.getSideOfPoint(ips[0]) === RS.RightHand) { ipRight = ips[0]; ipLeft = ips[1]; } else { ipLeft = ips[0]; ipRight = ips[1]; } if (this.reversed === false) { if (rad2deg(ang) < 180) { this.center = ipLeft; } else { this.center = ipRight; } } else { if (rad2deg(ang) < 180) { this.center = ipRight } else { this.center = ipLeft; } } } else { // center in the middle: var v = new RVector(); v.setPolar(this.radius, this.point1.getAngleTo(this.point2)); this.center = this.point1.operator_add(v); this.point2 = this.point1.operator_add(v.operator_multiply(2.0)); } var angle1 = this.center.getAngleTo(this.point1); var angle2 = this.center.getAngleTo(this.point2); return new RArc(this.center, this.radius, angle1, angle2, this.reversed); }; Arc2PL.prototype.slotLengthChanged = function(value) { this.len = value; this.updatePreview(true); }; Arc2PL.prototype.slotDirectionChanged = function(button) { if (!isQObject(button) || button.checked!=true) { return; } if (button.objectName==="Clockwise") { this.reversed = true; } else { this.reversed = false; } this.updatePreview(true); }; Arc2PL.prototype.getAuxPreview = function() { if (isNull(this.center) || isNull(this.point1) || isNull(this.point2)) { return undefined; } var ret = []; if (this.state==Arc2PL.State.SettingPoint2) { ret.push(new RLine(this.center, this.point1)); ret.push(new RLine(this.center, this.point2)); } return ret; }; // ArcChordAngle (Newton method) by _gile // Returns the arc angle according to its chord and length // Converted from autolisp to ecmascript by Robert S. Arc2PL.prototype.arcChordAngle = function (arclen, chordlen) { var k = chordlen/arclen; var x = Math.sqrt(6 - (6 * k)); for (var i = 0; i < 6; i++) { x = x - ((Math.sin(x) - (k * x)) / (Math.cos(x) - k)); } return (2 * x); };