X-Git-Url: http://git.megacz.com/?a=blobdiff_plain;ds=sidebyside;f=src%2Fedu%2Fberkeley%2Fqfat%2FMesh.java;h=5c913c4abef66a8a7221eadbe642675786001743;hb=9a1ec8473473464f51caeb04bd22179b977cad13;hp=c2d2988484942a4af1219190521350f223dfecdc;hpb=dfc70bfd7fbba33c2ed41aa47c8a78b7a72a5606;p=anneal.git diff --git a/src/edu/berkeley/qfat/Mesh.java b/src/edu/berkeley/qfat/Mesh.java index c2d2988..5c913c4 100644 --- a/src/edu/berkeley/qfat/Mesh.java +++ b/src/edu/berkeley/qfat/Mesh.java @@ -50,7 +50,7 @@ public class Mesh implements Iterable { public void transform(Matrix m) { ArrayList set = new ArrayList(); for(Vertex v : vertices) set.add(v); - for(Vertex v : set) v.transform(m); + for(Vertex v : set) v.transform(m.times(v.p), true); } public void rebuild() { /*vertices.rebuild();*/ } @@ -76,7 +76,7 @@ public class Mesh implements Iterable { /** a vertex in the mesh */ public final class Vertex extends HasQuadric implements Visitor { - public Point p; + public Point p, oldp; E e; // some edge *leaving* this point Matrix binding = Matrix.ONE; @@ -129,17 +129,17 @@ public class Mesh implements Iterable { } /** does NOT update bound pairs! */ - public boolean transform(Matrix m) { + private boolean transform(Point newp, boolean ignoreProblems) { + this.oldp = this.p; if (immutableVertices) throw new Error(); unApplyQuadricToNeighbor(); - Point oldp = this.p; if (vertices.get(this.p)==null) throw new Error(); vertices.remove(this); for(E e = this.e; e!=null; e=e.pair.next==this.e?null:e.pair.next) if (e.t != null) e.t.removeFromRTree(); - this.p = m.times(this.p); + this.p = newp; for(E e = this.e; e!=null; e=e.pair.next==this.e?null:e.pair.next) if (e.t != null) e.t.addToRTree(); vertices.add(this); @@ -148,13 +148,15 @@ public class Mesh implements Iterable { good = true; - for(E e = this.e; e!=null; e=e.pair.next==this.e?null:e.pair.next) { - if (Math.abs(e.crossAngle()) > (Math.PI * 0.9) || Math.abs(e.next.crossAngle()) > (Math.PI * 0.9)) good = false; - if (e.t.aspect() < 0.1) good = false; - e.p2.quadricStale = true; - } + if (!ignoreProblems) + for(E e = this.e; e!=null; e=e.pair.next==this.e?null:e.pair.next) { + if (Math.abs(e.crossAngle()) > (Math.PI * 0.9) || Math.abs(e.next.crossAngle()) > (Math.PI * 0.9)) good = false; + if (e.t.aspect() < 0.1) good = false; + e.p2.quadricStale = true; + } - if (!ignorecollision && good) triangles.range(oldp, this.p, (Visitor)this); + if (!ignorecollision && !ignoreProblems && good) + triangles.range(oldp, this.p, (Visitor)this); return good; } @@ -167,36 +169,28 @@ public class Mesh implements Iterable { } public boolean visit(Object o) { - if (o instanceof T) { - T t = (T)o; - if (!good) return false; - for(E e = Vertex.this.e; e!=null; e=e.pair.next==Vertex.this.e?null:e.pair.next) { - if (!t.has(e.p1) && !t.has(e.p2) && e.intersects(t)) { good = false; } - if (e.t != null) { - if (!e.t.has(t.e1().p1) && !e.t.has(t.e1().p2) && t.e1().intersects(e.t)) { good = false; } - if (!e.t.has(t.e2().p1) && !e.t.has(t.e2().p2) && t.e2().intersects(e.t)) { good = false; } - if (!e.t.has(t.e3().p1) && !e.t.has(t.e3().p2) && t.e3().intersects(e.t)) { good = false; } - } + if (o instanceof Vertex) + return ((Vertex)o).e != null && ((Vertex)o).norm().dot(Vertex.this.norm()) >= 0; + T t = (T)o; + if (!good) return false; + for(E e = Vertex.this.e; e!=null; e=e.pair.next==Vertex.this.e?null:e.pair.next) { + if (!t.has(e.p1) && !t.has(e.p2) && e.intersects(t)) { good = false; } + if (e.t != null) { + if (!e.t.has(t.e1().p1) && !e.t.has(t.e1().p2) && t.e1().intersects(e.t)) { good = false; } + if (!e.t.has(t.e2().p1) && !e.t.has(t.e2().p2) && t.e2().intersects(e.t)) { good = false; } + if (!e.t.has(t.e3().p1) && !e.t.has(t.e3().p2) && t.e3().intersects(e.t)) { good = false; } } - return good; - } else { - Vertex v = (Vertex)o; - if (v.e==null || v.norm().dot(Vertex.this.norm()) < 0) - return false; - return true; } + return good; } - public boolean move(Vec v) { - Matrix m = Matrix.translate(v); + public boolean move(Matrix m, boolean ignoreProblems) { boolean good = true; for(Vertex p = this; p != null; p = (p.bound_to==this)?null:p.bound_to) - good &= p.transform(m); + good &= p.transform(m.times(p.p), ignoreProblems); for(Vertex p = this; p != null; p = (p.bound_to==this)?null:p.bound_to) - if (good) - p.reComputeErrorAround(); - else - p.transform(Matrix.translate(v.times(-1))); + if (good) p.reComputeErrorAround(); + else p.transform(p.oldp, true); return good; }