2020-03-04 03:29:15 +00:00
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/*
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* Copyright 2020 faddenSoft
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*
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* Licensed under the Apache License, Version 2.0 (the "License");
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* you may not use this file except in compliance with the License.
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* You may obtain a copy of the License at
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*
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* http://www.apache.org/licenses/LICENSE-2.0
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*
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* Unless required by applicable law or agreed to in writing, software
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* distributed under the License is distributed on an "AS IS" BASIS,
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* WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
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* See the License for the specific language governing permissions and
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* limitations under the License.
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*/
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using System;
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using System.Collections.Generic;
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using System.Diagnostics;
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using PluginCommon;
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namespace SourceGen {
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/// <summary>
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/// Renders a wireframe visualization, generating a collection of line segments in clip space.
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/// </summary>
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public class WireframeObject {
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/// <summary>
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/// Line segment.
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/// </summary>
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public class LineSeg {
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public double X0 { get; private set; }
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public double Y0 { get; private set; }
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public double X1 { get; private set; }
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public double Y1 { get; private set; }
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public LineSeg(double x0, double y0, double x1, double y1) {
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X0 = x0;
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Y0 = y0;
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X1 = x1;
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Y1 = y1;
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}
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}
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private class Vertex {
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public Vector3 Vec { get; private set; }
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public List<Face> Faces { get; private set; }
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public bool IsExcluded { get; private set; }
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public Vertex(double x, double y, double z, bool isExcluded) {
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Vec = new Vector3(x, y, z);
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Faces = new List<Face>();
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IsExcluded = isExcluded;
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2020-03-04 03:29:15 +00:00
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}
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2020-03-11 00:18:46 +00:00
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public override string ToString() {
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return Vec.ToString() + " + " + Faces.Count + " faces";
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}
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2020-03-04 03:29:15 +00:00
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}
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private class Edge {
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public Vertex Vertex0 { get; private set; }
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public Vertex Vertex1 { get; private set; }
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public List<Face> Faces { get; private set; }
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public bool IsExcluded { get; private set; }
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public Edge(Vertex v0, Vertex v1, bool isExcluded) {
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Vertex0 = v0;
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Vertex1 = v1;
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Faces = new List<Face>();
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IsExcluded = isExcluded;
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}
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}
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private class Face {
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// Surface normal.
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public Vector3 Normal { get; private set; }
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// One vertex on the face, for BFC.
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public Vertex Vert { get; set; }
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// Flag set during BFC calculation.
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public bool IsVisible { get; set; }
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public Face(double x, double y, double z) {
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Normal = new Vector3(x, y, z);
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Normal.Normalize(); // not necessary, but easier to read in debug output
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IsVisible = true;
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2020-03-04 03:29:15 +00:00
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}
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}
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2020-04-14 00:33:34 +00:00
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public bool VerboseDebug { get; set; }
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2020-04-12 00:24:21 +00:00
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private bool mIs2d = false;
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private List<Vertex> mVertices = new List<Vertex>();
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private List<Vertex> mPoints = new List<Vertex>();
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private List<Edge> mEdges = new List<Edge>();
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private List<Face> mFaces = new List<Face>();
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private double mBigMag = -1.0;
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private double mBigMagRc = -1.0;
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private double mCenterAdjX, mCenterAdjY;
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// private constructor; use Create()
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private WireframeObject() { }
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/// <summary>
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/// Creates a new object from a wireframe visualization.
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/// </summary>
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/// <param name="visWire">Visualization object.</param>
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/// <returns>New object, or null if visualization data fails validation.</returns>
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public static WireframeObject Create(IVisualizationWireframe visWire) {
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if (!visWire.Validate(out string msg)) {
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// Should not be here -- visualizer should have checked validation and
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// reported an error.
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Debug.WriteLine("Wireframe validation failed: " + msg);
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return null;
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}
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WireframeObject wireObj = new WireframeObject();
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2020-04-12 00:24:21 +00:00
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wireObj.mIs2d = visWire.Is2d;
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2020-03-04 03:29:15 +00:00
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//
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// Start by extracting data from the visualization object. Everything stored
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// there is loaded into this object. The VisWireframe validator will have
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// ensured that all the indices are in range.
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//
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// IMPORTANT: do not retain "visWire", as it may be a proxy for an object with a
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// limited lifespan.
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//
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float[] normalsX = visWire.GetNormalsX();
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if (normalsX.Length > 0) {
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float[] normalsY = visWire.GetNormalsY();
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float[] normalsZ = visWire.GetNormalsZ();
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for (int i = 0; i < normalsX.Length; i++) {
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wireObj.mFaces.Add(new Face(normalsX[i], normalsY[i], normalsZ[i]));
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}
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}
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float[] verticesX = visWire.GetVerticesX();
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float[] verticesY = visWire.GetVerticesY();
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float[] verticesZ = visWire.GetVerticesZ();
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int[] excludedVertices = visWire.GetExcludedVertices();
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2020-04-12 00:24:21 +00:00
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// Compute min/max for X/Y for 2d re-centering. The trick is that we only want
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// to use vertices that are visible. If the shape starts with a huge move off to
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// the left, we don't want to include (0,0).
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double xmin, xmax, ymin, ymax;
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xmin = ymin = 10e9;
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xmax = ymax = -10e9;
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for (int i = 0; i < verticesX.Length; i++) {
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wireObj.mVertices.Add(new Vertex(verticesX[i], verticesY[i], verticesZ[i],
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HasIndex(excludedVertices, i)));
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}
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2020-04-11 18:23:16 +00:00
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int[] points = visWire.GetPoints();
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for (int i = 0; i < points.Length; i++) {
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Vertex vert = wireObj.mVertices[points[i]];
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wireObj.mPoints.Add(vert);
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UpdateMinMax(vert, ref xmin, ref xmax, ref ymin, ref ymax);
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}
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IntPair[] edges = visWire.GetEdges();
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int[] excludedEdges = visWire.GetExcludedEdges();
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for (int i = 0; i < edges.Length; i++) {
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int v0index = edges[i].Val0;
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int v1index = edges[i].Val1;
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2020-04-23 18:25:45 +00:00
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//if (v0index < 0 || v0index >= wireObj.mVertices.Count ||
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// v1index < 0 || v1index >= wireObj.mVertices.Count) {
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// Debug.Assert(false);
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// return null;
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//}
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2020-04-12 00:24:21 +00:00
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Vertex vert0 = wireObj.mVertices[v0index];
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Vertex vert1 = wireObj.mVertices[v1index];
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wireObj.mEdges.Add(new Edge(vert0, vert1, HasIndex(excludedEdges, i)));
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UpdateMinMax(vert0, ref xmin, ref xmax, ref ymin, ref ymax);
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UpdateMinMax(vert1, ref xmin, ref xmax, ref ymin, ref ymax);
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}
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IntPair[] vfaces = visWire.GetVertexFaces();
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for (int i = 0; i < vfaces.Length; i++) {
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int vindex = vfaces[i].Val0;
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int findex = vfaces[i].Val1;
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2020-04-23 18:25:45 +00:00
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//if (vindex < 0 || vindex >= wireObj.mVertices.Count ||
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// findex < 0 || findex >= wireObj.mFaces.Count) {
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// Debug.Assert(false);
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// return null;
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//}
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2020-03-04 03:29:15 +00:00
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2020-03-07 00:51:47 +00:00
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Face face = wireObj.mFaces[findex];
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wireObj.mVertices[vindex].Faces.Add(face);
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if (face.Vert == null) {
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face.Vert = wireObj.mVertices[vindex];
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}
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}
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IntPair[] efaces = visWire.GetEdgeFaces();
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for (int i = 0; i < efaces.Length; i++) {
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int eindex = efaces[i].Val0;
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int findex = efaces[i].Val1;
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2020-04-23 18:25:45 +00:00
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//if (eindex < 0 || eindex >= wireObj.mEdges.Count ||
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// findex < 0 || findex >= wireObj.mFaces.Count) {
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// Debug.Assert(false);
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// return null;
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//}
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2020-03-04 03:29:15 +00:00
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2020-03-07 00:51:47 +00:00
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Face face = wireObj.mFaces[findex];
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wireObj.mEdges[eindex].Faces.Add(face);
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if (face.Vert == null) {
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face.Vert = wireObj.mEdges[eindex].Vertex0;
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}
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}
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//
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// All data has been loaded into friendly classes.
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//
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2020-04-12 00:24:21 +00:00
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// Compute center of visible vertices.
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wireObj.mCenterAdjX = -(xmin + xmax) / 2;
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wireObj.mCenterAdjY = -(ymin + ymax / 2);
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2020-03-04 03:29:15 +00:00
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// Compute the magnitude of the largest vertex, for scaling.
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double bigMag = -1.0;
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double bigMagRc = -1.0;
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for (int i = 0; i < wireObj.mVertices.Count; i++) {
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Vector3 vec = wireObj.mVertices[i].Vec;
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double mag = vec.Magnitude();
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if (bigMag < mag) {
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bigMag = mag;
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}
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2020-04-12 00:24:21 +00:00
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// Repeat the operation with recentering. This isn't quite right as we're
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// including all vertices, not just the visible ones.
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mag = new Vector3(vec.X + wireObj.mCenterAdjX,
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vec.Y + wireObj.mCenterAdjY, vec.Z).Magnitude();
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if (bigMagRc < mag) {
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bigMagRc = mag;
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}
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2020-03-04 03:29:15 +00:00
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}
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wireObj.mBigMag = bigMag;
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2020-04-12 00:24:21 +00:00
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wireObj.mBigMagRc = bigMagRc;
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2020-03-04 03:29:15 +00:00
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return wireObj;
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}
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2020-04-12 00:24:21 +00:00
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private static void UpdateMinMax(Vertex vert, ref double xmin, ref double xmax,
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ref double ymin, ref double ymax) {
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if (vert.Vec.X < xmin) {
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xmin = vert.Vec.X;
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}
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if (vert.Vec.X > xmax) {
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2020-04-12 00:24:21 +00:00
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xmax = vert.Vec.X;
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}
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if (vert.Vec.Y < ymin) {
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ymin = vert.Vec.Y;
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}
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if (vert.Vec.Y > ymax) {
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2020-04-12 00:24:21 +00:00
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ymax = vert.Vec.Y;
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}
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}
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2020-03-13 17:53:53 +00:00
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private static bool HasIndex(int[] arr, int val) {
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for (int i = 0; i < arr.Length; i++) {
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if (arr[i] == val) {
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return true;
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}
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}
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return false;
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}
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2020-03-04 03:29:15 +00:00
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/// <summary>
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/// Generates a list of line segments for the wireframe data and the specified
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/// parameters.
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/// </summary>
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2020-03-09 20:48:30 +00:00
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/// <param name="eulerX">Rotation about X axis.</params>
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/// <param name="eulerY">Rotation about Y axis.</params>
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/// <param name="eulerZ">Rotation about Z axis.</params>
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/// <param name="doPersp">Perspective or othographic projection?</param>
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/// <param name="doBfc">Perform backface culling?</param>
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2020-04-12 00:24:21 +00:00
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/// <param name="doRecenter">Re-center 2D renderings?</param>
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2020-03-09 20:48:30 +00:00
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/// <returns>List a of line segments, which could be empty if backface culling
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2020-04-11 18:23:16 +00:00
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/// was especially successful. All segment coordinates are in the range
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/// [-1,1].</returns>
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2020-03-09 20:48:30 +00:00
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public List<LineSeg> Generate(int eulerX, int eulerY, int eulerZ,
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2020-04-12 00:24:21 +00:00
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bool doPersp, bool doBfc, bool doRecenter) {
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2020-04-14 00:33:34 +00:00
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if (VerboseDebug) {
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Debug.WriteLine("Found center=" + mCenterAdjX + "," + mCenterAdjY);
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Debug.WriteLine(" bigMag=" + mBigMag + " / " + mBigMagRc);
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}
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2020-04-12 00:24:21 +00:00
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// overrule flags that don't make sense
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if (mIs2d) {
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doPersp = doBfc = false;
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} else {
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doRecenter = false;
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}
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2020-03-04 03:29:15 +00:00
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List<LineSeg> segs = new List<LineSeg>(mEdges.Count);
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2020-03-07 00:51:47 +00:00
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// Camera Z coordinate adjustment, used to control how perspective projections
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// appear. The larger the value, the farther the object appears to be. Very
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// large values approximate an orthographic projection.
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2020-03-04 03:29:15 +00:00
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const double zadj = 3.0;
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2020-03-07 00:51:47 +00:00
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// Scale coordinate values to [-1,1].
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2020-04-12 00:24:21 +00:00
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double scale;
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if (doRecenter) {
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scale = 1.0 / mBigMagRc;
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} else {
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scale = 1.0 / mBigMag;
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}
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2020-03-04 03:29:15 +00:00
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if (doPersp) {
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2020-03-07 00:51:47 +00:00
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// objects closer to camera are bigger; reduce scale slightly
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2020-03-11 00:18:46 +00:00
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scale = (scale * zadj) / (zadj + 0.3);
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2020-03-07 00:51:47 +00:00
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}
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2020-04-12 00:24:21 +00:00
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// Configure X/Y translation for 2D wireframes.
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double transX = 0;
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double transY = 0;
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if (doRecenter) {
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transX = mCenterAdjX;
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transY = mCenterAdjY;
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}
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Switch to left-handed coordinate system
There's no "standard" coordinate system, so the choice is arbitrary.
However, an examination of the Transporter mesh in Elite revealed
that the mesh was designed for a left-handed coordinate system. We
can compensate for that trivially in the Elite visualizer, but we
might as well match what they're doing. (The only change required
in the code is a couple of sign changes on the Z coordinate, and an
update to the rotation matrix.)
This also downsizes Matrix44 to Matrix33, exposes the rotation mode
enum, and adds a left-handed ZYX rotation mode.
This does mean that meshes that put the front at +Z will show their
backsides initially, since we're now oriented as if we're flying
the ships rather than facing them. I considered adding a 180-degree
Y rotation (with a tweak to the rotation matrix handedness to correct
the first rotation axis) to have them facing by default, but figured
that might be confusing since +Z is supposed to be away.
Anybody who really wants it to be the other way can trivially flip
the coordinates in their visualizer (negate xc/zc).
The Z coordinates in the visualization test project were flipped so
that the design is still facing the viewer at rotation (0,0,0).
2020-03-14 17:25:17 +00:00
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// In a left-handed coordinate system, +Z is away from the viewer. The
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// visualizer expects a left-handed system with the "nose" aimed toward +Z,
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// which leaves us looking at the back end of things. We can add a 180 degree
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// rotation about Y so we're looking at the front instead, though this
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// effectively reverses the direction of rotation about X. We can compensate
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// for it by reversing the handedness of the X rotation.
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//eulerY = (eulerY + 180) % 360;
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// Form rotation matrix.
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Matrix33 rotMat = new Matrix33();
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rotMat.SetRotationEuler(eulerX, eulerY, eulerZ, Matrix33.RotMode.ZYX_LLL);
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//Debug.WriteLine("ROT: " + rotMat);
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2020-03-07 00:51:47 +00:00
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if (doBfc) {
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// Mark faces as visible or not. This is determined with the surface normal,
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// rather than by checking whether a transformed triangle is clockwise.
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foreach (Face face in mFaces) {
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// Transform the surface normal.
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Vector3 rotNorm = rotMat.Multiply(face.Normal);
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if (doPersp) {
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// Transform one vertex to get a vector from the camera to the
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// surface. We want (V0 - C), where C is the camera; since we're
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// at the origin, we just need -C.
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if (face.Vert == null) {
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Debug.WriteLine("GLITCH: no vertex for face");
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face.IsVisible = true;
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continue;
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}
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Switch to left-handed coordinate system
There's no "standard" coordinate system, so the choice is arbitrary.
However, an examination of the Transporter mesh in Elite revealed
that the mesh was designed for a left-handed coordinate system. We
can compensate for that trivially in the Elite visualizer, but we
might as well match what they're doing. (The only change required
in the code is a couple of sign changes on the Z coordinate, and an
update to the rotation matrix.)
This also downsizes Matrix44 to Matrix33, exposes the rotation mode
enum, and adds a left-handed ZYX rotation mode.
This does mean that meshes that put the front at +Z will show their
backsides initially, since we're now oriented as if we're flying
the ships rather than facing them. I considered adding a 180-degree
Y rotation (with a tweak to the rotation matrix handedness to correct
the first rotation axis) to have them facing by default, but figured
that might be confusing since +Z is supposed to be away.
Anybody who really wants it to be the other way can trivially flip
the coordinates in their visualizer (negate xc/zc).
The Z coordinates in the visualization test project were flipped so
that the design is still facing the viewer at rotation (0,0,0).
2020-03-14 17:25:17 +00:00
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Vector3 camVec = rotMat.Multiply(face.Vert.Vec); // transform
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2020-03-11 03:59:45 +00:00
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camVec = camVec.Multiply(-scale); // scale to [-1,1] and negate to get -C
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Switch to left-handed coordinate system
There's no "standard" coordinate system, so the choice is arbitrary.
However, an examination of the Transporter mesh in Elite revealed
that the mesh was designed for a left-handed coordinate system. We
can compensate for that trivially in the Elite visualizer, but we
might as well match what they're doing. (The only change required
in the code is a couple of sign changes on the Z coordinate, and an
update to the rotation matrix.)
This also downsizes Matrix44 to Matrix33, exposes the rotation mode
enum, and adds a left-handed ZYX rotation mode.
This does mean that meshes that put the front at +Z will show their
backsides initially, since we're now oriented as if we're flying
the ships rather than facing them. I considered adding a 180-degree
Y rotation (with a tweak to the rotation matrix handedness to correct
the first rotation axis) to have them facing by default, but figured
that might be confusing since +Z is supposed to be away.
Anybody who really wants it to be the other way can trivially flip
the coordinates in their visualizer (negate xc/zc).
The Z coordinates in the visualization test project were flipped so
that the design is still facing the viewer at rotation (0,0,0).
2020-03-14 17:25:17 +00:00
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camVec = camVec.Add(new Vector3(0, 0, -zadj)); // translate
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2020-03-07 00:51:47 +00:00
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// Now compute the dot product of the camera vector.
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double dot = Vector3.Dot(camVec, rotNorm);
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face.IsVisible = (dot >= 0);
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//Debug.WriteLine(string.Format(
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// "Face {0} vis={1,-5} dot={2,-8:N2}: camVec={3} rotNorm={4}",
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// index++, face.IsVisible, dot, camVec, rotNorm));
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} else {
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// For orthographic projection, the camera is essentially looking
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// down the Z axis at every X,Y, so we can trivially check the
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// value of Z in the transformed normal.
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Switch to left-handed coordinate system
There's no "standard" coordinate system, so the choice is arbitrary.
However, an examination of the Transporter mesh in Elite revealed
that the mesh was designed for a left-handed coordinate system. We
can compensate for that trivially in the Elite visualizer, but we
might as well match what they're doing. (The only change required
in the code is a couple of sign changes on the Z coordinate, and an
update to the rotation matrix.)
This also downsizes Matrix44 to Matrix33, exposes the rotation mode
enum, and adds a left-handed ZYX rotation mode.
This does mean that meshes that put the front at +Z will show their
backsides initially, since we're now oriented as if we're flying
the ships rather than facing them. I considered adding a 180-degree
Y rotation (with a tweak to the rotation matrix handedness to correct
the first rotation axis) to have them facing by default, but figured
that might be confusing since +Z is supposed to be away.
Anybody who really wants it to be the other way can trivially flip
the coordinates in their visualizer (negate xc/zc).
The Z coordinates in the visualization test project were flipped so
that the design is still facing the viewer at rotation (0,0,0).
2020-03-14 17:25:17 +00:00
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face.IsVisible = (rotNorm.Z <= 0);
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2020-03-07 00:51:47 +00:00
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}
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}
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2020-03-04 03:29:15 +00:00
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}
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2020-04-11 18:23:16 +00:00
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foreach (Vertex point in mPoints) {
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// There are no "point faces" at the moment, so no BFC is applied.
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2020-04-12 00:24:21 +00:00
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Vector3 vec = point.Vec;
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if (doRecenter) {
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vec = new Vector3(vec.X + transX, vec.Y + transY, vec.Z);
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}
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Vector3 trv = rotMat.Multiply(vec);
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2020-04-11 18:23:16 +00:00
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double xc, yc;
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if (doPersp) {
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double zc = trv.Z * scale;
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xc = (trv.X * scale * zadj) / (zadj + zc);
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yc = (trv.Y * scale * zadj) / (zadj + zc);
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} else {
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xc = trv.X * scale;
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yc = trv.Y * scale;
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}
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2020-04-12 00:24:21 +00:00
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//Debug.WriteLine("POINT " + xc + "," + yc);
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2020-04-11 18:23:16 +00:00
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// Zero-length line segments don't do anything. Try a '+'.
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const double dist = 1 / 64.0;
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double x0 = Math.Max(-1.0, xc - dist);
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double x1 = Math.Min(xc + dist, 1.0);
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segs.Add(new LineSeg(x0, yc, x1, yc));
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double y0 = Math.Max(-1.0, yc - dist);
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double y1 = Math.Min(yc + dist, 1.0);
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segs.Add(new LineSeg(xc, y0, xc, y1));
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}
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2020-03-04 03:29:15 +00:00
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foreach (Edge edge in mEdges) {
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2020-03-07 00:51:47 +00:00
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if (doBfc) {
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// To be visible, vertices and edges must either not specify any
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2020-03-13 17:53:53 +00:00
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// faces, or must specify a visible face. They can also be hidden
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// by the level-of-detail exclusion mechanism.
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if (!IsVertexVisible(edge.Vertex0) || edge.Vertex0.IsExcluded ||
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!IsVertexVisible(edge.Vertex1) || edge.Vertex1.IsExcluded ||
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!IsEdgeVisible(edge) || edge.IsExcluded) {
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2020-03-07 00:51:47 +00:00
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continue;
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}
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}
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2020-04-12 00:24:21 +00:00
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Vector3 vec0 = edge.Vertex0.Vec;
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Vector3 vec1 = edge.Vertex1.Vec;
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if (doRecenter) {
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vec0 = new Vector3(vec0.X + transX, vec0.Y + transY, vec0.Z);
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vec1 = new Vector3(vec1.X + transX, vec1.Y + transY, vec1.Z);
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}
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Vector3 trv0 = rotMat.Multiply(vec0);
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Vector3 trv1 = rotMat.Multiply(vec1);
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2020-03-04 03:29:15 +00:00
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double x0, y0, x1, y1;
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if (doPersp) {
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Switch to left-handed coordinate system
There's no "standard" coordinate system, so the choice is arbitrary.
However, an examination of the Transporter mesh in Elite revealed
that the mesh was designed for a left-handed coordinate system. We
can compensate for that trivially in the Elite visualizer, but we
might as well match what they're doing. (The only change required
in the code is a couple of sign changes on the Z coordinate, and an
update to the rotation matrix.)
This also downsizes Matrix44 to Matrix33, exposes the rotation mode
enum, and adds a left-handed ZYX rotation mode.
This does mean that meshes that put the front at +Z will show their
backsides initially, since we're now oriented as if we're flying
the ships rather than facing them. I considered adding a 180-degree
Y rotation (with a tweak to the rotation matrix handedness to correct
the first rotation axis) to have them facing by default, but figured
that might be confusing since +Z is supposed to be away.
Anybody who really wants it to be the other way can trivially flip
the coordinates in their visualizer (negate xc/zc).
The Z coordinates in the visualization test project were flipped so
that the design is still facing the viewer at rotation (0,0,0).
2020-03-14 17:25:17 +00:00
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// Left-handed system, so +Z is away from viewer.
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double z0 = trv0.Z * scale;
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double z1 = trv1.Z * scale;
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2020-03-07 00:51:47 +00:00
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x0 = (trv0.X * scale * zadj) / (zadj + z0);
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y0 = (trv0.Y * scale * zadj) / (zadj + z0);
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x1 = (trv1.X * scale * zadj) / (zadj + z1);
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y1 = (trv1.Y * scale * zadj) / (zadj + z1);
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2020-03-04 03:29:15 +00:00
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} else {
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2020-03-07 00:51:47 +00:00
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x0 = trv0.X * scale;
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y0 = trv0.Y * scale;
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x1 = trv1.X * scale;
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y1 = trv1.Y * scale;
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2020-03-04 03:29:15 +00:00
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}
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segs.Add(new LineSeg(x0, y0, x1, y1));
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}
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return segs;
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}
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2020-03-07 00:51:47 +00:00
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private bool IsVertexVisible(Vertex vert) {
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if (vert.Faces.Count == 0) {
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return true;
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}
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foreach (Face face in vert.Faces) {
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if (face.IsVisible) {
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return true;
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}
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}
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return false;
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}
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private bool IsEdgeVisible(Edge edg) {
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if (edg.Faces.Count == 0) {
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return true;
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}
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foreach (Face face in edg.Faces) {
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if (face.IsVisible) {
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return true;
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}
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}
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return false;
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}
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2020-03-04 03:29:15 +00:00
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}
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}
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