void Desenho::SquareX3D(double tnAng,double tnX,double tnY,double tnZ,double tnTamX,double tnTamY){
double nX0 = tnX,nY0 = tnY,Z0 = tnZ;
double nXT = nX0+tnTamX,nYT = nY0+tnTamY;
Line3D(tnAng,nX0,nY0,Z0,nX0,nYT,Z0);
Line3D(tnAng,nX0,nY0,Z0,nXT,nY0,Z0);
Line3D(tnAng,nX0,nYT,Z0,nXT,nYT,Z0);
Line3D(tnAng,nXT,nY0,Z0,nXT,nYT,Z0);
}
void Desenho::SquareZ3D(double tnAng,double tnX,double tnY,double tnZ,double tnTamZ,double tnTamY){
double nX0 = tnX,nY0 = tnY,nZ0 = tnZ;
double nXT,nYT = nY0+tnTamY,nZT = nZ0+tnTamZ;
Line3D(tnAng,nX0,nY0,nZ0,nX0,nYT,nZ0);
Line3D(tnAng,nX0,nY0,nZ0,nX0,nY0,nZT);
Line3D(tnAng,nX0,nYT,nZ0,nX0,nYT,nZT);
Line3D(tnAng,nX0,nY0,nZT,nX0,nYT,nZT);
}
void Desenho::Plan(double tnTam,double tnLargura){
double nX0 = 0 - tnTam,nY0 = 0,nZ0 = tnTam;
double nI;
for(nI=nX0;nI<=tnTam;nI=nI+tnLargura)
Line3D(0,nI,nY0,nZ0,nI,nY0,nZ0-(2*tnTam));
for(nI=nZ0;nI>=-tnTam;nI=nI-tnLargura)
Line3D(0,nX0,nY0,nI,nX0+(2*tnTam),nY0,nI);
}
Line3D Segment3D::as_line() {
Point3D start_pt3d = start_pt();
Vector3D line_vect = as_versor();
return Line3D(start_pt3d, line_vect);
};
// Determines if 3D ray and triangle have a unique intersection.
// If true and rpoint is not NULL, returns intersection point.
bool Intersects(const Ray3D& ray, const Triangle3D& tri, Point3D *rpoint)
{
Vector3D n( Vector3D( ( tri[1] - tri[0] ) ^ ( tri[2] - tri[1] ) ).normalized() );
// check if coplanar
if ( abs( n * ray.direction ) < epsilon ) return false;
// check if ray is facing away from plane
if ( ( tri[0] - ray.origin ) * ray.direction < 0.f ) return false;
float d = -( n[0] * tri[0][0] + n[1] * tri[0][1] + n[2] * tri[0][2] );
Point3D isect;
// if point intersects plane
if ( Intersects( Line3D( ray.origin, ray.direction ), Plane3D( n[0], n[1], n[2], d ), &isect ) )
{
int count = 0;
for ( int i = 0; i < 3; ++i )
{
int next = (i == 2) ? 0 : i + 1;
float side = (( isect - tri[i] ) ^ ( tri[next] - isect )) * n;
count += ( (side < 0.f) ? -1 : 1 );
}
// if point is within triangle's boundaries
if ( abs( count ) == 3 )
{
if ( rpoint ) *rpoint = isect;
return true;
}
}
return false;
}
Line3D CartesianPlane::intersect(CartesianPlane another) {
Vector3D vers = intersect_versor(another);
Point3D pt3d = intersect_point3d(another);
return Line3D( pt3d, vers);
};
// Determines if 3D ray and sphere have 0, 1, or 2 intersections.
// If any exist and rpoint is not NULL, returns intersection point(s).
int Intersects(const Ray3D& ray, const Sphere3D& sphere, std::pair<Point3D, Point3D> *rpoints)
{
// find pts of intersection of line
float dist = Distance( sphere.center, Line3D( ray.origin, ray.direction ) );
Vector3D u = sphere.center - ray.origin;
float uLen = u.length();
// trivial rejection 1
if ( dist > sphere.radius + epsilon ) return 0;
// trivial rejection 2
if ( ray.direction * u < 0.f && uLen > sphere.radius ) return 0;
// line has one intersection
if ( dist >= sphere.radius - epsilon )
{
float t = sqrt( dist * dist - sphere.radius * sphere.radius ) / ray.direction.length();
if ( t <= 1.f )
{
if ( rpoints ) rpoints->first = ray.origin + t * ray.direction;
return 1;
}
return 0;
}
// line has two intersections (assuming ray origin not in sphere)
float dist2 = dist * dist;
float rayLen = ray.direction.length();
float m = sqrt( uLen * uLen - dist2 );
float h = sqrt( sphere.radius * sphere.radius - dist2 );
float t1 = ( m - h ) / rayLen;
float t2 = ( m + h ) / rayLen;
if ( t1 <= 1.f )
{
if ( rpoints ) rpoints->first = ray.origin + t1 * ray.direction;
if ( t2 <= 1.f )
{
if ( rpoints ) rpoints->second = ray.origin + t2 * ray.direction;
return 2;
}
return 1;
}
return 0;
}
//----------------------------------------------------------------------------
void RayTrace::Trace (int spacing)
{
*mAccum = 0.0f;
*mRender = (Ergb8)0;
float w0 = mHBound*mFrame[0][2];
float w1 = mHBound*mFrame[1][2];
float w2 = mHBound*mFrame[2][2];
for (int i1 = -mHBound; i1 < mHBound; i1 += spacing)
{
int j1 = i1 + mHBound;
for (int i0 = -mHBound; i0 < mHBound; i0 += spacing)
{
int j0 = i0 + mHBound;
float a0 = i0*mFrame[0][0] + i1*mFrame[0][1];
float a1 = i0*mFrame[1][0] + i1*mFrame[1][1];
float a2 = i0*mFrame[2][0] + i1*mFrame[2][1];
float fx0 = a0 - w0, fy0 = a1 - w1, fz0 = a2 - w2;
float fx1 = a0 + w0, fy1 = a1 + w1, fz1 = a2 + w2;
if (Clip3D(fx0, fy0, fz0, fx1, fy1, fz1))
{
int x0 = (int)(fx0 + mXCenter);
int y0 = (int)(fy0 + mYCenter);
int z0 = (int)(fz0 + mZCenter);
int x1 = (int)(fx1 + mXCenter);
int y1 = (int)(fy1 + mYCenter);
int z1 = (int)(fz1 + mZCenter);
Line3D(j0, j1, x0, y0, z0, x1, y1, z1);
if (spacing > 1)
{
unsigned int value = (*mRender)(j0, j1);
for (int y = 0; y < spacing; ++y)
{
for (int x = 0; x < spacing; ++x)
{
(*mRender)(j0 + x, j1 + y) = value;
}
}
}
}
}
}
}
//----------------------------------------------------------------------------
void RayTrace::Trace (int iSpacing)
{
int iI0, iI1, iJ0, iJ1;
*m_pkAccum = 0.0f;
*m_pkRender = (unsigned short)0;
float fLw0 = m_iHBound*m_aafFrame[0][2];
float fLw1 = m_iHBound*m_aafFrame[1][2];
float fLw2 = m_iHBound*m_aafFrame[2][2];
for (iI1 = -m_iHBound; iI1 < m_iHBound; iI1 += iSpacing)
{
iJ1 = iI1 + m_iHBound;
for (iI0 = -m_iHBound; iI0 < m_iHBound; iI0 += iSpacing)
{
iJ0 = iI0 + m_iHBound;
float fA0 = iI0*m_aafFrame[0][0] + iI1*m_aafFrame[0][1];
float fA1 = iI0*m_aafFrame[1][0] + iI1*m_aafFrame[1][1];
float fA2 = iI0*m_aafFrame[2][0] + iI1*m_aafFrame[2][1];
float fX0 = fA0-fLw0, fY0 = fA1-fLw1, fZ0 = fA2-fLw2;
float fX1 = fA0+fLw0, fY1 = fA1+fLw1, fZ1 = fA2+fLw2;
if ( Clip3D(fX0,fY0,fZ0,fX1,fY1,fZ1) )
{
int iX0 = (int)(fX0+m_fXCenter);
int iY0 = (int)(fY0+m_fYCenter);
int iZ0 = (int)(fZ0+m_fZCenter);
int iX1 = (int)(fX1+m_fXCenter);
int iY1 = (int)(fY1+m_fYCenter);
int iZ1 = (int)(fZ1+m_fZCenter);
Line3D(iJ0,iJ1,iX0,iY0,iZ0,iX1,iY1,iZ1);
if ( iSpacing > 1 )
{
unsigned int uiValue = (*m_pkRender)(iJ0,iJ1);
for (int iY = 0; iY < iSpacing; iY++)
{
for (int iX = 0; iX < iSpacing; iX++)
(*m_pkRender)(iJ0+iX,iJ1+iY) = uiValue;
}
}
}
}
}
}
ROIData ROITool::computeVoxelValues(const QList<Line3D> &polygonSegments, Point3D sweepLineBeginPoint, Point3D sweepLineEndPoint, double sweepLineEnd, int inputNumber)
{
// We get the pointer of the pixel data to obtain voxels values from
VolumePixelData *pixelData = m_2DViewer->getCurrentPixelDataFromInput(inputNumber);
if (!pixelData)
{
return ROIData();
}
OrthogonalPlane currentView = m_2DViewer->getView();
int yIndex = currentView.getYIndex();
double currentZDepth = m_2DViewer->getCurrentDisplayedImageDepthOnInput(inputNumber);
double spacing[3];
pixelData->getSpacing(spacing);
double verticalSpacingIncrement = spacing[yIndex];
int phaseIndex = 0;
if (currentView == OrthogonalPlane::XYPlane && m_2DViewer->doesInputHavePhases(inputNumber))
{
phaseIndex = m_2DViewer->getCurrentPhaseOnInput(inputNumber);
}
// ROI voxel data to be obtained from the sweep line
ROIData roiData;
while (sweepLineBeginPoint.at(yIndex) <= sweepLineEnd)
{
// We get the intersections bewteen ROI segments and current sweep line
QList<double*> intersectionList = getIntersectionPoints(polygonSegments, Line3D(sweepLineBeginPoint, sweepLineEndPoint), currentView);
// Adding the voxels from the current intersections of the current sweep line to the voxel values list
addVoxelsFromIntersections(intersectionList, currentZDepth, currentView, pixelData, phaseIndex, roiData);
// Shift the sweep line the corresponding space in vertical direction
sweepLineBeginPoint[yIndex] += verticalSpacingIncrement;
sweepLineEndPoint[yIndex] += verticalSpacingIncrement;
}
return roiData;
}
void Desenho::CircleZ3D(double tnAng,double tnX,double tnY,double tnZ,double tnRaio){
double nCX = tnX;
double nCZ = tnZ;
double nTam = tnRaio;
Pixel3D oPixel,oAnt;
for (int nI = 0; nI <= 360; nI++)
{
double nRad = nI * (PI / 180);
oPixel.nX = (double) nCX + (cos(nRad) * nTam);
oPixel.nZ = (double) nCZ + (sin(nRad) * nTam);
oPixel.nY = tnY;
if(nI > 0){
Line3D(tnAng,oAnt.nX,oAnt.nY,oAnt.nZ,oPixel.nX,oPixel.nY,oPixel.nZ);
}
oAnt.nX = oPixel.nX;
oAnt.nY = oPixel.nY;
oAnt.nZ = oPixel.nZ;
}
}
void main (){
int gdriver=0,gmode,opc,opc1,opc2,opc3,opc4,opc5,opc6,opc7,opc8,opc9;
initgraph(&gdriver,&gmode," ");
Box(120,40,520,420,"Acerca de Hackerz.Com");boton(425,375,500,395,8,15,7,3);
conv_text(437,382,"Aceptar",0);
Line3D(140,335,500,335);barra_estado(153,80,200,148);
settextstyle(1,0,6);conv_text(158,69,"H",1);conv_text(173,94,"S",1);
settextstyle(10,0,2);conv_text(219,86,"Hackerz Software",1);
settextstyle(0,0,1);conv_text(186,160,"Copyright (c) 1999-2000 Hackerz Software",0);
conv_text(186,178,"All rights Reserved.",0);conv_text(186,210,"Requerimientos:",0);
conv_text(186,230," Windows 95/98/NT",0);conv_text(186,250," 16 MB de Memoria RAM",0);
conv_text(186,270," Procesador 486 100 MHZ",0);conv_text(186,290," Tarjeta de Video de 1 MB",0);
conv_text(135,350," WARNING: This App was designed by Mac.",0);
conv_text(140,370,"This Software is Shareware.",0);
if (getch()>=0) press(425,375,500,395,8,15,7,3);
//getch();
closegraph();restorecrtmode();system("cls");exit(0);
}
toxi::geom::Vec3D toxi::geom::Triangle3D::getClosestPointTo( Vec3D & v )
{
Line3D edge = Line3D( a, b );
Vec3D Rab = edge.closestPointTo( v );
Vec3D Rbc = edge.set( b, c ).closestPointTo( v );
Vec3D Rca = edge.set( c, a ).closestPointTo( v );
float dAB = v.sub( Rab ).magSquared();
float dBC = v.sub( Rbc ).magSquared();
float dCA = v.sub( Rca ).magSquared();
float min = dAB;
Vec3D result = Rab;
if (dBC < min) {
min = dBC;
result = Rbc;
}
if (dCA < min) {
result = Rca;
}
return result;
}
int main()
{
_txWindowStyle &= ~ WS_CAPTION;
txCreateWindow (XWindow, YWindow);
int sz = 15;
CBall Ball [15] = {};
Mass1 (Ball, sz);
//double x = 0, y = 0, z = 0;
//double vx = 0.06, vy = 0.04, vz = 0.02, dt = 1;
while (!GetAsyncKeyState (VK_ESCAPE))
{
txSetFillColor (TX_WHITE);
txBegin();
txClear ();
txSetColor (TX_BLUE, 5);
Line3D ( 1, 1, 1, -1, 1, 1);
Line3D (-1, 1, -1, 1, 1, -1);
Line3D (-1, 1, -1, -1, 1, 1);
Line3D ( 1, 1, 1, 1, 1, -1);
txSetColor (TX_BROWN, 5);
Line3D (-1, -1, 1, -1, -1, -1);
Line3D ( 1, -1, 1, -1, -1, 1);
Line3D ( 1, -1, -1, 1, -1, 1);
Line3D ( 1, -1, -1, -1, -1, -1);
txSetColor (TX_GREEN, 5);
Line3D (-1, 1, 1, -1, -1, 1);
Line3D (-1, 1, -1, -1, -1, -1);
Line3D ( 1, 1, -1, 1, -1, -1);
Line3D ( 1, 1, 1, 1, -1, 1);
printf ("%lf, %lf,\n",ZoomZ, zGlob);
/*txSetColor (TX_ORANGE, 5);
Line3D (0, 3, 0, 1, 1, -1);
Line3D (0, 3, 0, -1, 1, 1);
Line3D (0, 3, 0, -1, 1, -1);
Line3D (0, 3, 0, 1, 1, 1);*/
/*
for (int K = 0; K < sz; K++)
{
Dvig (&Ball [K], 1, 1, 1);
txSetColor (RGB(random (50, 250), random (50, 250), random (50, 250))
, 5);
txSetFillColor (RGB(random (50, 250), random (50, 250), random (50, 250)));
Circle3D (Ball[K].x, Ball[K].y, Ball[K].z, Ball[K].rad);
}
*/
/*Line3D (0, 0, 0, 10, 0, 0);
Line3D (0, 0, 0, 0, 10, 0);
Line3D (0, 0, 0, 0, 0, 10);*/
Skale3D ();
Translete3D ();
Rotate ();
txEnd ();
}
return 0;
}
void OsmAnd::AtlasMapRendererDebugStage_OpenGL::addLine3D(const QVector<glm::vec3>& line, const uint32_t argbColor)
{
assert(line.size() >= 2);
_lines3D.push_back(qMove(Line3D(line, argbColor)));
}
// Determines if 3D segment and plane have a unique intersection.
// If true and rpoint is not NULL, returns intersection point.
bool Intersects(const Segment3D& seg, const Plane3D& plane, Point3D *rpoint)
{
return vsLine3D( Line3D( seg.point1, seg.point2 - seg.point1 ), plane, rpoint );
}
void Txt (const char * testo, double x, double y, double z,
double scala_x, double scala_y, int alfa, int beta)
{
double fxx=0, fyy=0, pxx=0, pyy=0;
double lsx=0, lsy=0, lsz=0;
double sx=0, sy=0, sz=0;
int t; // char
int f;
int l;
x += ox;
y += oy;
z += oz;
int c = 0;
int ttl = 0;
while (testo[c]) c++;
ttl = c;
sx = x-cam_x; sy = y-cam_y; sz = z-cam_z;
double icoeff = sqrt (sx*sx+sy*sy+sz*sz);
double scala_d = scala_x * mediumwidth;
int incr = icoeff / (50*scala_d); if (incr<1) incr = 1;
double avan_x = scala_d * tcos[beta] * (double)incr;
double avan_z = scala_d * tsin[beta] * (double)incr;
scala_x *= 0.8;
scala_y *= 0.8;
c = 0;
while (c<ttl) {
t = testo[c] - 32;
pxx = 1000;
f = 1;
for (l=0; l<symbol[t][0]; l++) {
fxx = symbol[t][f+0]*scala_x;
fyy = symbol[t][f+1]*scala_y;
if (fxx==pxx&&fyy==pyy) {
sx = lsx;
sy = lsy;
sz = lsz;
}
else {
z2 = fyy * tsin[alfa];
sy = fyy * tcos[alfa] + y;
sz = z2 * tcos[beta] - fxx * tsin[beta] + z;
sx = fxx * tcos[beta] + z2 * tsin[beta] + x;
}
pxx = symbol[t][f+2]*scala_x;
pyy = symbol[t][f+3]*scala_y;
z2 = pyy * tsin[alfa];
lsy = pyy * tcos[alfa] + y;
lsz = z2 * tcos[beta] - pxx * tsin[beta] + z;
lsx = pxx * tcos[beta] + z2 * tsin[beta] + x;
Line3D (sx, sy, sz, lsx, lsy, lsz);
f += 4;
}
x += avan_x;
z += avan_z;
c += incr;
}
}