Triangulation for AutoCAD Cracked 2.0

Developer: RCAD Software
Requirements: AUTOCAD 2002 to 2018
Limitation: 18-use trial
Operation system: Windows 2000/XP/2003/Vista/Server 2008/7/8/10
Price: $58
License: Free to try
Version: v2.0
Downloads: 1694

Download Triangulation for AutoCAD Cracked 2.0

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Triangulation for AutoCAD

This is a known limitation when using the PolyFaceMesh object: with the new SubDMesh object in AutoCAD 2010 it should be possible to write a version that doesn’t suffer from this limitation. In / User Rating: 3.0 (11 votes) An application for AUTOCAD 2002-2018, which makes the triangulation of a set of POINT entities, the intersection curves (isolines) between a set of 3DFACE entities and a set of equidistance plans, horizontally or vertically and the volume and center of gravity of a set of bodies or between surfaces composed of 3DFACE entities. Chronos for AutoCAD – Automatic Time Logging for AutoCAD, Job Log, History Log, Task Log Chronos is a time logging software solution for engineering organizations that use AutoCAD.

TRIANGULATION for AutoCAD 1.7 + crack serial keygen

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Moreover, the utility lets you interpolate isolines. Its not a show stopping problem, however its quite annoying. For your own protection always scan downloaded files for viruses, spyware and malware. An add-on for AUTOCAD 2002-2018, which makes the triangulation of a set of POINT entities, the intersection curves (isolines) between a set of 3DFACE entities and a set of equidistance plans, horizontally or vertically and the volume and center of gravity of a set of bodies or between surfaces composed of 3DFACE entities. Save smoothing, whatever your prefered method, these contours should all agree very closely, and the data between contours, as Doni pointed out, will be correct all the way around.

TRIANGULATION for AutoCAD for Windows 7 – Triangulation+Isolines+KML for AUTOCAD – Windows 7 Download

Something to look forward to from a future post…] Here’s Zeljko’s C# code, re-formatted very slightly for posting: using Autodesk.AutoCAD.ApplicationServices; using Autodesk.AutoCAD.DatabaseServices; using Autodesk.AutoCAD.Runtime; using Autodesk.AutoCAD.EditorInput; using Autodesk.AutoCAD.Geometry; using System;  public class Triangulate {  public bool circum(    double x1, double y1, double x2,    double y2, double x3, double y3,    ref double xc, ref double yc, ref double r)  {    // Calculation of circumscribed circle coordinates and    // squared radius     const double eps = 1e-6;    const double big = 1e12;    bool result = true;    double m1, m2, mx1, mx2, my1, my2, dx, dy;     if ((Math.Abs(y1 – y2) < eps) && (Math.Abs(y2 – y3) < eps))    {      result = false;      xc = x1; yc = y1; r = big;    }    else    {      if (Math.Abs(y2 – y1) < eps)      {        m2 = -(x3 – x2) / (y3 – y2);        mx2 = (x2 + x3) / 2;        my2 = (y2 + y3) / 2;        xc = (x2 + x1) / 2;        yc = m2 * (xc – mx2) + my2;      }      else if (Math.Abs(y3 – y2) < eps)      {        m1 = -(x2 – x1) / (y2 – y1);        mx1 = (x1 + x2) / 2;        my1 = (y1 + y2) / 2;        xc = (x3 + x2) / 2;        yc = m1 * (xc – mx1) + my1;      }      else      {        m1 = -(x2 – x1) / (y2 – y1);        m2 = -(x3 – x2) / (y3 – y2);        if (Math.Abs(m1 – m2) < eps)        {          result = false;          xc = x1;          yc = y1;          r = big;        }        else        {          mx1 = (x1 + x2) / 2;          mx2 = (x2 + x3) / 2;          my1 = (y1 + y2) / 2;          my2 = (y2 + y3) / 2;          xc = (m1 * mx1 – m2 * mx2 + my2 – my1) / (m1 – m2);          yc = m1 * (xc – mx1) + my1;        }      }    }    dx = x2 – xc;    dy = y2 – yc;    r = dx * dx + dy * dy;    return result;  }   [CommandMethod("TRIANG")]  public void TriangulateCommand()  {    const int maxpoints = 32767;     Document doc =      Application.DocumentManager.MdiActiveDocument;    Database db = doc.Database;    Editor ed = doc.Editor;     TypedValue[] tvs = { new TypedValue(0, "POINT") };    SelectionFilter sf =      new SelectionFilter(tvs);    PromptSelectionOptions pso = new PromptSelectionOptions();    pso.MessageForAdding = "Select Points:";    pso.AllowDuplicates = false;    PromptSelectionResult psr = ed.GetSelection(pso, sf);     if (psr.Status == PromptStatus.Error) return;    if (psr.Status == PromptStatus.Cancel) return;     SelectionSet ss = psr.Value;    int npts = ss.Count;    if (npts maxpoints)    {      ed.WriteMessage(“Maximum nuber of points exceeded!”);      return;    }     int i, j, k, ntri, ned, status1 = 0, status2 = 0;    bool status;     // Point coordinates     double[] ptx = new double[maxpoints + 3];    double[] pty = new double[maxpoints + 3];    double[] ptz = new double[maxpoints + 3];     // Triangle definitions     int[] pt1 = new int[maxpoints * 2 + 1];    int[] pt2 = new int[maxpoints * 2 + 1];    int[] pt3 = new int[maxpoints * 2 + 1];     // Circumscribed circle     double[] cex = new double[maxpoints * 2 + 1];    double[] cey = new double[maxpoints * 2 + 1];    double[] rad = new double[maxpoints * 2 + 1];    double xmin, ymin, xmax, ymax, dx, dy, xmid, ymid;    int[] ed1 = new int[maxpoints * 2 + 1];    int[] ed2 = new int[maxpoints * 2 + 1];     ObjectId[] idarray = ss.GetObjectIds();    Transaction tr =      db.TransactionManager.StartTransaction();    using (tr)    {      DBPoint ent;      k = 0;      for (i = 0; i < npts; i++)      {        ent =          (DBPoint)tr.GetObject(idarray[k], OpenMode.ForRead, false);        ptx[i] = ent.Position[0];        pty[i] = ent.Position[1];        ptz[i] = ent.Position[2];        for (j = 0; j 0)      ed.WriteMessage(        “nIgnored {0} point(s) with same coordinates.”,        status2      );     // Supertriangle     xmin = ptx[0]; xmax = xmin;    ymin = pty[0]; ymax = ymin;    for (i = 0; i < npts; i++)    {      if (ptx[i] xmax) xmax = ptx[i];      if (pty[i] xmin) ymax = pty[i];    }    dx = xmax – xmin; dy = ymax – ymin;    xmid = (xmin + xmax) / 2; ymid = (ymin + ymax) / 2;    i = npts;    ptx[i] = xmid – (90 * (dx + dy)) – 100;    pty[i] = ymid – (50 * (dx + dy)) – 100;    ptz[i] = 0;    pt1[0] = i;    i++;    ptx[i] = xmid + (90 * (dx + dy)) + 100;    pty[i] = ymid – (50 * (dx + dy)) – 100;    ptz[i] = 0;    pt2[0] = i;    i++;    ptx[i] = xmid;    pty[i] = ymid + 100 * (dx + dy + 1);    ptz[i] = 0;    pt3[0] = i;    ntri = 1;    circum(      ptx[pt1[0]], pty[pt1[0]], ptx[pt2[0]],      pty[pt2[0]], ptx[pt3[0]], pty[pt3[0]],      ref cex[0], ref cey[0], ref rad[0]    );     // main loop    for (i = 0; i < npts; i++)    {      ned = 0;      xmin = ptx[i]; ymin = pty[i];      j = 0;      while (j < ntri)      {        dx = cex[j] – xmin; dy = cey[j] – ymin;        if (((dx * dx) + (dy * dy)) < rad[j])        {          ed1[ned] = pt1[j]; ed2[ned] = pt2[j];          ned++;          ed1[ned] = pt2[j]; ed2[ned] = pt3[j];          ned++;          ed1[ned] = pt3[j]; ed2[ned] = pt1[j];          ned++;          ntri–;          pt1[j] = pt1[ntri];          pt2[j] = pt2[ntri];          pt3[j] = pt3[ntri];          cex[j] = cex[ntri];          cey[j] = cey[ntri];          rad[j] = rad[ntri];          j–;        }        j++;      }       for (j = 0; j < ned – 1; j++)        for (k = j + 1; k < ned; k++)          if ((ed1[j] == ed2[k]) && (ed2[j] == ed1[k]))          {            ed1[j] = -1; ed2[j] = -1; ed1[k] = -1; ed2[k] = -1;          }       for (j = 0; j = 0) && (ed2[j] >= 0))        {          pt1[ntri] = ed1[j]; pt2[ntri] = ed2[j]; pt3[ntri] = i;          status =            circum(              ptx[pt1[ntri]], pty[pt1[ntri]], ptx[pt2[ntri]],              pty[pt2[ntri]], ptx[pt3[ntri]], pty[pt3[ntri]],              ref cex[ntri], ref cey[ntri], ref rad[ntri]            );          if (!Status)          {            status1++;          }          ntri++;        }    }     // removal of outer triangles    i = 0;    while (i = npts) .. (Pt2[i] >= npts) .. (Pt3[i] >= npts))      {        ntri–;        pt1[i] = pt1[ntri];        pt2[i] = pt2[ntri];        pt3[i] = pt3[ntri];        cex[i] = cex[ntri];        cey[i] = cey[ntri];        rad[i] = rad[ntri];        i–;      }      i++;    }     tr = db.TransactionManager.StartTransaction();    using (tr)    {      BlockTable bt =        (BlockTable)tr.GetObject(          db.BlockTableId,          OpenMode.ForRead,          false        );      BlockTableRecord btr =        (BlockTableRecord)tr.GetObject(          bt[BlockTableRecord.ModelSpace],          OpenMode.ForWrite,          false        );       PolyFaceMesh pfm = new PolyFaceMesh();      btr.AppendEntity(pfm);      tr.AddNewlyCreatedDBObject(pfm, true);      for (i = 0; i < npts; i++)      {        PolyFaceMeshVertex vert =          new PolyFaceMeshVertex(            new Point3d(ptx[i], pty[i], ptz[i])          );        pfm.AppendVertex(vert);        tr.AddNewlyCreatedDBObject(vert, true);      }      for (i = 0; i 0)      ed.WriteMessage(        “nWarning! {0} thin triangle(s) found!” +        ” Wrong result possible!”,        status1      );    Application.UpdateScreen();  } } To see the command in action, first we create a set of DBPoints (using AutoCAD’s POINT command). 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