// solve a 4x4 linear system
// i.e. Ay=x where A is a 4x4 matrix, x is a length 4 vector
//
// USED for: solving the correct light source direction after rotation.
// i.e. A : current modelview matrix,
// x : initial light source
// return x: current light source
void Solve4(double * A, double* x)
{
double B[16];
int i,j;
double y[4];
double det, dem;
det = det4( A[0], A[4], A[8], A[12],
A[1], A[5], A[9], A[13],
A[2], A[6], A[10], A[14],
A[3], A[7], A[11], A[15]);
for(i=0;i<4;i++) {
for(j=0;j<16;j++)
B[j] = A[j];
for(j=0;j<4;j++)
B[i*4+j] = x[j];
dem = det4( B[0], B[4], B[8], B[12],
B[1], B[5], B[9], B[13],
B[2], B[6], B[10], B[14],
B[3], B[7], B[11], B[15]);
y[i] = dem/det;
}
for(i=0;i<4;i++)
x[i] = y[i];
}
bool Delaunay::isInCircle(HHandle hh, VHandle vh1, VHandle vh2)
{
// boundary edge
// an edge is boundary edge, when one of its halfedges
// is boundary. Next line is equl functioanally.
// if(mesh.is_boundary(mesh.edge_handle(hh)))
if (mesh.is_boundary(hh) ||
mesh.is_boundary(mesh.opposite_halfedge_handle(hh)))
return false;
Point pt[4];
pt[0] = mesh.point(mesh.from_vertex_handle(hh));
pt[1] = mesh.point(mesh.to_vertex_handle(hh));
pt[2] = mesh.point(vh1);
pt[3] = mesh.point(vh2);
// deal with infinite point
if (isInfinite(pt[3]))
{
if (!(isInfinite(pt[0])|| isInfinite(pt[1])))
return false;
}
for (int i = 0; i < 4; i++)
{
pt[i][2] = calcZ(pt[i][0], pt[i][1]);
}
return det4(pt)> 0;
}
Matrix4x4 inverse(const Matrix4x4& m)
{
Matrix4x4 inverse;
ElVisFloat det = det4(m);
inverse[0] = det3(mm(1, 1), mm(1, 2), mm(1, 3), mm(2, 1), mm(2, 2),
mm(2, 3), mm(3, 1), mm(3, 2), mm(3, 3)) /
det;
inverse[1] = -det3(mm(0, 1), mm(0, 2), mm(0, 3), mm(2, 1), mm(2, 2),
mm(2, 3), mm(3, 1), mm(3, 2), mm(3, 3)) /
det;
inverse[2] = det3(mm(0, 1), mm(0, 2), mm(0, 3), mm(1, 1), mm(1, 2),
mm(1, 3), mm(3, 1), mm(3, 2), mm(3, 3)) /
det;
inverse[3] = -det3(mm(0, 1), mm(0, 2), mm(0, 3), mm(1, 1), mm(1, 2),
mm(1, 3), mm(2, 1), mm(2, 2), mm(2, 3)) /
det;
inverse[4] = -det3(mm(1, 0), mm(1, 2), mm(1, 3), mm(2, 0), mm(2, 2),
mm(2, 3), mm(3, 0), mm(3, 2), mm(3, 3)) /
det;
inverse[5] = det3(mm(0, 0), mm(0, 2), mm(0, 3), mm(2, 0), mm(2, 2),
mm(2, 3), mm(3, 0), mm(3, 2), mm(3, 3)) /
det;
inverse[6] = -det3(mm(0, 0), mm(0, 2), mm(0, 3), mm(1, 0), mm(1, 2),
mm(1, 3), mm(3, 0), mm(3, 2), mm(3, 3)) /
det;
inverse[7] = det3(mm(0, 0), mm(0, 2), mm(0, 3), mm(1, 0), mm(1, 2),
mm(1, 3), mm(2, 0), mm(2, 2), mm(2, 3)) /
det;
inverse[8] = det3(mm(1, 0), mm(1, 1), mm(1, 3), mm(2, 0), mm(2, 1),
mm(2, 3), mm(3, 0), mm(3, 1), mm(3, 3)) /
det;
inverse[9] = -det3(mm(0, 0), mm(0, 1), mm(0, 3), mm(2, 0), mm(2, 1),
mm(2, 3), mm(3, 0), mm(3, 1), mm(3, 3)) /
det;
inverse[10] = det3(mm(0, 0), mm(0, 1), mm(0, 3), mm(1, 0), mm(1, 1),
mm(1, 3), mm(3, 0), mm(3, 1), mm(3, 3)) /
det;
inverse[11] = -det3(mm(0, 0), mm(0, 1), mm(0, 3), mm(1, 0), mm(1, 1),
mm(1, 3), mm(2, 0), mm(2, 1), mm(2, 3)) /
det;
inverse[12] = -det3(mm(1, 0), mm(1, 1), mm(1, 2), mm(2, 0), mm(2, 1),
mm(2, 2), mm(3, 0), mm(3, 1), mm(3, 2)) /
det;
inverse[13] = det3(mm(0, 0), mm(0, 1), mm(0, 2), mm(2, 0), mm(2, 1),
mm(2, 2), mm(3, 0), mm(3, 1), mm(3, 2)) /
det;
inverse[14] = -det3(mm(0, 0), mm(0, 1), mm(0, 2), mm(1, 0), mm(1, 1),
mm(1, 2), mm(3, 0), mm(3, 1), mm(3, 2)) /
det;
inverse[15] = det3(mm(0, 0), mm(0, 1), mm(0, 2), mm(1, 0), mm(1, 1),
mm(1, 2), mm(2, 0), mm(2, 1), mm(2, 2)) /
det;
return inverse;
}
void inverse4( LWFMatrix4 m, LWFMatrix4 inv )
{
float det;
det = det4( m );
if ( fabs( det ) < EPSILON_F ) return;
adjoint4( m, inv );
scalem4( inv, 1.0f / det );
}
/* compute the curvatures using the derivatives
*
* curvatures are saved into an array: crv_result
* in order of: Gauss, Mean, Max, Min
*/
double krv(vector v00, vector Deriv[3][3], real* crv_result)
{
double x,y,z,d;
double xu,yu,zu,du, xv,yv,zv,dv;
double xuu,yuu,zuu,duu, xvv,yvv,zvv,dvv;
double xuv,yuv,zuv,duv;
double kes, m1, m2, m3;
double L, M, N;
double E, G, F;
double K, H, Max, Min; // results
double disc;
double special_curvature;
x = v00[0]; y = v00[1];
z = v00[2]; d = v00[3];
xu = Deriv[1][0][0]; yu = Deriv[1][0][1];
zu = Deriv[1][0][2]; du = Deriv[1][0][3];
xuu = Deriv[2][0][0]; yuu = Deriv[2][0][1];
zuu = Deriv[2][0][2]; duu = Deriv[2][0][3];
xv = Deriv[0][1][0]; yv = Deriv[0][1][1];
zv = Deriv[0][1][2]; dv = Deriv[0][1][3];
xvv = Deriv[0][2][0]; yvv = Deriv[0][2][1];
zvv = Deriv[0][2][2]; dvv = Deriv[0][2][3];
xuv = Deriv[1][1][0]; yuv = Deriv[1][1][1];
zuv = Deriv[1][1][2]; duv = Deriv[1][1][3];
L=det4(xuu,yuu,zuu,duu,
xu,yu,zu,du,
xv,yv,zv,dv,
x,y,z,d);
N=det4(xvv,yvv,zvv,dvv,
xu,yu,zu,du,
xv,yv,zv,dv,
x,y,z,d);
M=det4(xuv,yuv,zuv,duv,
xu,yu,zu,du,
xv,yv,zv,dv,
x,y,z,d);
E = (xu*d-x*du)*(xu*d-x*du) + (yu*d-y*du)*(yu*d-y*du) +
(zu*d-z*du)*(zu*d-z*du);
G = (xv*d-x*dv)*(xv*d-x*dv) + (yv*d-y*dv)*(yv*d-y*dv) +
(zv*d-z*dv)*(zv*d-z*dv);
F = (xu*d-x*du)*(xv*d-x*dv) + (yu*d-y*du)*(yv*d-y*dv) +
(zu*d-z*du)*(zv*d-z*dv);
m1=det3(y,z,d,yu,zu,du,yv,zv,dv);
m2=det3(x,z,d,xu,zu,du,xv,zv,dv);
m3=det3(x,y,d,xu,yu,du,xv,yv,dv);
kes=m1*m1+m2*m2+m3*m3;
if(0) {//fabs(kes) < tol*tol) { // temp for Jorg & Kestas & me class A
K = H = Max = Min = 0;
}
else {
K = d*d*d*d*(L*N-M*M)/(kes*kes); // Gaussian curvature
H = d*(L*G-2*M*F+N*E) / sqrt(kes*kes*kes) /2; // Mean curvature
disc = H*H - K;
if (disc < 0) {
if (disc < -tol)
printf("[krv] disc %f H %f \n",disc, H);
Max = Min = H;
}
else {
disc = sqrt(disc);
Max = H + disc;
Min = H - disc;
}
}
if(0) { // scale the result by log?
K = scalebylog(K);
H = scalebylog(H);
Max = scalebylog(Max);
Min = scalebylog(Min);
}
crv_result[0] = K; // Gaussian curvature
crv_result[1] = H; // Mean curvature
crv_result[2] = Max; // max curvature
crv_result[3] = Min; // min curvature
// a special
special_curvature = ratio_a*K + ratio_b*H*H;
// printf("special_curvature : %f\n", special_curvature);
if( freshObject )
min_crv_value[4] = max_crv_value[4] = special_curvature;
else {
if(special_curvature<min_crv_value[4]) min_crv_value[4] = special_curvature;
if(special_curvature>max_crv_value[4]) max_crv_value[4] = special_curvature;
}
// set the maximum or minimum value of all four curvatures
minmax(crv_result, GAUSS_CRV, 4);
return K;
}
Int_t r3b_sim_and_rclass(){
// Load the Main Simulation macro
gROOT->LoadMacro("r3ball.C");
//-------------------------------------------------
// Monte Carlo type | fMC (TString)
//-------------------------------------------------
// Geant3: "TGeant3"
// Geant4: "TGeant4"
// Fluka : "TFluka"
TString fMC ="TGeant3";
//-------------------------------------------------
// Primaries generation
// Event Generator Type | fGene (TString)
//-------------------------------------------------
// Box generator: "box"
// Ascii generator: "ascii"
// R3B spec. generator: "r3b"
TString fGene="box";
//-------------------------------------------------
// Secondaries generation (G4 only)
// R3B Spec. PhysicList | fUserPList (Bool_t)
// ----------------------------------------------
// VMC Standard kFALSE
// R3B Special kTRUE;
Bool_t fUserPList= kTRUE;
// Target type
TString target1="LeadTarget";
TString target2="Para";
TString target3="Para45";
TString target4="LiH";
//-------------------------------------------------
//- Geometrical Setup Definition
//- Non Sensitiv | fDetName (String)
//-------------------------------------------------
// Target: TARGET
// Magnet: ALADIN
//
//-------------------------------------------------
//- Sensitiv | fDetName
//-------------------------------------------------
// Calorimeter: CALIFA
// CRYSTALBALL
//
// Tof: TOF
// MTOF
//
// Tracker: DCH
// TRACKER
// GFI
//
// Neutron Detector
// Plastic LAND
// RPC
// RPCFLAND
// RPCMLAND
TObjString det1("TARGET");
TObjString det2("ALADIN");
TObjString det3("CALIFA");
TObjString det4("CRYSTALBALL");
TObjString det5("TOF");
TObjString det6("MTOF");
TObjString det7("DCH");
TObjString det8("TRACKER");
TObjString det9("GFI");
TObjString det10("LAND");
TObjString det11("RPCMLAND");
TObjString det12("RPCFLAND");
TObjString det13("SCINTNEULAND");
TObjArray fDetList;
// fDetList.Add(&det1);
fDetList.Add(&det2);
// fDetList.Add(&det4);
// fDetList.Add(&det5);
// fDetList.Add(&det6);
// fDetList.Add(&det7);
// fDetList.Add(&det8);
// fDetList.Add(&det9);
fDetList.Add(&det10);
// fDetList.Add(&det11);
//-------------------------------------------------
//- N# of Sim. Events | nEvents (Int_t)
//-------------------------------------------------
Int_t nEvents = 1;
//-------------------------------------------------
//- EventDisplay | fEventDisplay (Bool_t)
//-------------------------------------------------
// connected: kTRUE
// not connected: kFALSE
Bool_t fEventDisplay=kTRUE;
// Magnet Field definition
Bool_t fR3BMagnet = kTRUE;
// Main Sim function call
r3ball( nEvents,
fDetList,
target1,
fEventDisplay,
fMC,
fGene,
fUserPList,
fR3BMagnet
);
//------------------- Read Data from LMD-ROOT file -------------------------------------
// the ROOT files (simulated and experimental) are the same but, for testing purpose, show how to use two quantities for comparison
R3BLandData* LandData1 = new R3BLandData("s318_172.root", "h309"); // file input and tree name
R3BLandData* LandData2 = new R3BLandData("s318_172.root", "h309"); // file input and tree name
// Define diferent options for TCanvas
TCanvas* c = new TCanvas("Compare quantities from ROOT files","ROOT Canvas");
c->Divide(2,1); // Divide a canvas in two ...or more
int entries1 = LandData1->GetEntries(); // entries number of first TTree
int entries2 = LandData2->GetEntries(); // entries number of first TTree
TLeaf* leaf1;
// TLeaf* leaf11; // define one leaf...
TLeaf* leaf2;
// TLeaf* leaf22; // define another leaf
cout<<"Entries number in first TTree = "<<entries1<<endl;
cout<<"Entries number in second TTree = "<<entries2<<endl;
// Reprezentation of 1D histogram from ROOT files
for (int i=0; i < entries1; i++)
{
leaf1 = LandData1->GetLeaf("Nte",i); // Accessing TLeaf informations
// leaf11 = LandData1->GetLeaf("Nhe",i); // Accessing TLeaf informations
LandData1->FillHisto1D(leaf1); // Fill 1D histogram ... automatical bin width
// LandData1->FillHisto2D(leaf1,leaf11); // Fill 2D histogram ... automatical bin width
}
c->cd(1);
LandData1->Draw1D(); // Plotting 1D histogram ... automatical bin width
// LandData1->Draw2D(); // Plotting 2D histogram ... automatical bin width
for (int i=0; i < entries2; i++)
{
leaf2 = LandData2->GetLeaf("Nhe",i); // Accessing TLeaf informations
// leaf22 = LandData2->GetLeaf("Nte",i); // Accessing TLeaf informations
LandData2->FillHisto1D(leaf2); // Fill 1D histogram ... automatical bin width
// LandData2->FillHisto2D(leaf2,leaf22); // Fill 2D histogram ... automatical bin width
}
c->cd(2);
LandData2->Draw1D(); // Plotting 1D histogram ... automatical bin width
// LandData2->Draw2D(); // Plotting 2D histogram ... automatical bin width
// ... or you can plot on the same histogram by comment the precedent two line and comment out the next line
// LandData2->Draw1Dsame(); // Plotting 1D histogram ... automatical bin width
// ... The same things for 2D histograming
//####### for diferent TLeaf analysis ###############
/*
Int_t len = leaf1->GetLen();
for(Int_t j=0; j<len ; j++)
{
leaf1->GetValue(j); // TLeaf Value for different analysis
}
*/
}
Int_t r3bsim_batch(Double_t fEnergyP, Int_t fMult, Int_t nEvents, Int_t fGeoVer, Double_t fNonUni){
cout << "Running r3bsim_batch with arguments:" <<endl;
cout << "Primary energy: " << fEnergyP << " MeV" <<endl;
cout << "Multiplicity: " << fEnergyP <<endl;
cout << "Number of events: " << nEvents <<endl;
cout << "CALIFA geo version: " << fGeoVer <<endl;
cout << "Non uniformity: " << fNonUni <<endl<<endl;
// Load the Main Simulation macro
gROOT->LoadMacro("r3ball_batch.C");
//-------------------------------------------------
// Monte Carlo type | fMC (TString)
//-------------------------------------------------
// Geant3: "TGeant3"
// Geant4: "TGeant4"
// Fluka : "TFluka"
TString fMC ="TGeant4";
//-------------------------------------------------
// Primaries generation
// Event Generator Type | fGene (TString)
//-------------------------------------------------
// Box generator: "box"
// CALIFA generator: "gammas"
// R3B spec. generator: "r3b"
TString fGene="gammas";
//-------------------------------------------------
// Secondaries generation (G4 only)
// R3B Spec. PhysicList | fUserPList (Bool_t)
// ----------------------------------------------
// VMC Standard kFALSE
// R3B Special kTRUE;
Bool_t fUserPList= kTRUE;
// Target type
TString target1="LeadTarget";
TString target2="Para";
TString target3="Para45";
TString target4="LiH";
//-------------------------------------------------
//- Geometrical Setup Definition
//- Non Sensitiv | fDetName (String)
//-------------------------------------------------
// Target: TARGET
// Magnet: ALADIN
// GLAD
//-------------------------------------------------
//- Sensitiv | fDetName
//-------------------------------------------------
// Calorimeter: CALIFA
// CRYSTALBALL
//
// Tof: TOF
// MTOF
//
// Tracker: DCH
// TRACKER
// GFI
//
// Neutron: LAND
TObjString det0("TARGET");
TObjString det1("ALADIN");
TObjString det2("GLAD");
TObjString det3("CALIFA");
TObjString det4("CRYSTALBALL");
TObjString det5("TOF");
TObjString det6("MTOF");
TObjString det7("DCH");
TObjString det8("TRACKER");
TObjString det9("GFI");
TObjString det10("LAND");
TObjArray fDetList;
fDetList.Add(&det0);
//fDetList.Add(&det2);
fDetList.Add(&det3);
//fDetList.Add(&det5);
//fDetList.Add(&det6);
//fDetList.Add(&det7);
fDetList.Add(&det8);
//fDetList.Add(&det9);
//fDetList.Add(&det10);
//-------------------------------------------------
//- N# of Sim. Events | nEvents (Int_t)
//-------------------------------------------------
//NOW GIVEN AS AN ARGUMENT!
//Int_t nEvents = 100;
//-------------------------------------------------
//- EventDisplay | fEventDisplay (Bool_t)
//-------------------------------------------------
// connected: kTRUE
// not connected: kFALSE
Bool_t fEventDisplay=kFALSE;
// Magnet Field definition
//Bool_t fR3BMagnet = kTRUE;
Bool_t fR3BMagnet = kFALSE;
// Main Sim function call
r3ball_batch( nEvents,
fDetList,
target2,
fEventDisplay,
fMC,
fGene,
fUserPList,
fR3BMagnet,
fEnergyP,
fMult,
fGeoVer,
fNonUni
);
cout << "... Work done! " <<endl;
}
