BFieldSolenoid Class Reference

#include <BFieldSolenoid.h>

Collaboration diagram for BFieldSolenoid:

Public Member Functions
	BFieldSolenoid ()
	~BFieldSolenoid ()
int	readMap (std::istream &input)
int	readMap (TFile *rootfile)
void	writeMap (TFile *rootfile, bool tilted=false)
void	moveMap (double dx, double dy, double dz, double ax, double ay)
void	getB (const double *xyz, double *B, double *deriv=nullptr) const
const BFieldMesh< double > *	tiltedMap () const
	BFieldSolenoid (const BFieldSolenoid &)=delete
BFieldSolenoid &	operator= (const BFieldSolenoid &)=delete

Private Attributes
BFieldMesh< double > *	m_orig
BFieldMesh< double > *	m_tilt

Detailed Description

Definition at line 21 of file BFieldSolenoid.h.

Constructor & Destructor Documentation

BFieldSolenoid() [1/2]

BFieldSolenoid::BFieldSolenoid ( )

inline

Definition at line 24 of file BFieldSolenoid.h.

: m_orig(nullptr), m_tilt(nullptr) {;}

~BFieldSolenoid()

BFieldSolenoid::~BFieldSolenoid ( )

inline

Definition at line 26 of file BFieldSolenoid.h.

{ delete m_orig; if (m_orig!=m_tilt) delete m_tilt; }

BFieldSolenoid() [2/2]

BFieldSolenoid::BFieldSolenoid ( const BFieldSolenoid & )

delete

Member Function Documentation

getB()

void BFieldSolenoid::getB	(	const double *	xyz,
		double *	B,
		double *	deriv = nullptr ) const

Definition at line 287 of file BFieldSolenoid.cxx.

{
    double z = xyz[2];
    double r = sqrt(xyz[0]*xyz[0] + xyz[1]*xyz[1]);
    double phi = atan2( xyz[1], xyz[0] );
    if ( m_tilt && m_tilt->inside( z, r, phi ) ) {
        m_tilt->getB( xyz, B, deriv );
    } else {
        B[0] = B[1] = B[2] = 0.0;
        if ( deriv ) for ( int i = 0; i < 9; i++ ) deriv[i] = 0.0;
    }
}

moveMap()

void BFieldSolenoid::moveMap	(	double	dx,
		double	dy,
		double	dz,
		double	ax,
		double	ay )

Definition at line 305 of file BFieldSolenoid.cxx.

{
    if ( m_orig==nullptr ) {
        cerr << "BFieldSolenoid::moveMap() : original map has not been read" << endl;
        return;
    }
    if ( m_tilt != m_orig ) delete m_tilt;
    //
    // copy the mesh and make it a bit smaller
    //
    const double zlim = 2820.; // mm
    const double rlim = 1075.; // mm
    m_tilt = new BFieldMesh<double>( -zlim, zlim, 0.0, rlim, 0.0, 2*M_PI, 1.0 );
    // z
    m_tilt->appendMesh( 0, -zlim );
    for ( unsigned i = 0; i < m_orig->nmesh(0); i++ ) {
        if ( abs(m_orig->mesh(0,i)) < zlim ) m_tilt->appendMesh( 0, m_orig->mesh(0,i) );
    }
    m_tilt->appendMesh( 0, zlim );
    // r
    for ( unsigned i = 0; i < m_orig->nmesh(1); i++ ) {
        if ( m_orig->mesh(1,i) < rlim ) m_tilt->appendMesh( 1, m_orig->mesh(1,i) );
    }
    m_tilt->appendMesh( 1, rlim );
    // phi (no change)
    for ( unsigned i = 0; i < m_orig->nmesh(2); i++ ) {
        m_tilt->appendMesh( 2, m_orig->mesh(2,i) );
    }
    //
    // loop over the new mesh, and compute the field at the
    // corresponding location in the original map
    //
    double sinax( sin(ax) );
    double cosax( cos(ax) );
    double sinay( sin(ay) );
    double cosay( cos(ay) );
    for ( unsigned i = 0; i < m_tilt->nmesh(0); i++ ) {
        double z0( m_tilt->mesh(0,i) );
        for ( unsigned j = 0; j < m_tilt->nmesh(1); j++ ) {
            double r0( m_tilt->mesh(1,j) );
            for ( unsigned k = 0; k < m_tilt->nmesh(2); k++ ) {
                double phi0( m_tilt->mesh(2,k) );
                double x0( r0*cos(phi0) );
                double y0( r0*sin(phi0) );
                // shift
                double x1( x0 - dx );
                double y1( y0 - dy );
                double z1( z0 - dz );
                // rotate around x by -ax
                double x2( x1 );
                double y2( y1*cosax + z1*sinax );
                double z2( z1*cosax - y1*sinax );
                // rotate around y by -ay
                double xyz3[3] = { x2*cosay-z2*sinay, y2, z2*cosay + x2*sinay };
                // get (Bx,By,Bz) in the original frame
                double B[3];
                m_orig->getB( xyz3, B );
                // rotate around y by +ay
                double Bx1( B[0]*cosay + B[2]*sinay );
                double By1( B[1] );
                double Bz1( B[2]*cosay - B[0]*sinay );
                // rotate around x by +ax
                double Bx2( Bx1 );
                double By2( By1*cosax - Bz1*sinax );
                double Bz2( Bz1*cosax + By1*sinax );
                // convert to cylindrical
                double cosphi0( cos(phi0) );
                double sinphi0( sin(phi0) );
                double Br( Bx2*cosphi0 + By2*sinphi0 );
                double Bphi( -Bx2*sinphi0 + By2*cosphi0 );
                BFieldVector<double> field( Bz2, Br, Bphi );
                m_tilt->appendField( field );
            }
        }
    }
    m_tilt->buildLUT();
}

operator=()

BFieldSolenoid & BFieldSolenoid::operator= ( const BFieldSolenoid & )

delete

readMap() [1/2]

int BFieldSolenoid::readMap

(

std::istream &

input

)

Definition at line 20 of file BFieldSolenoid.cxx.

{
    const double meter(1000.0); // meter in mm
    const double gauss(1.0e-7); // gauss in kT
    const string myname("BFieldSolenoid::readMap()");
    if ( m_orig == m_tilt ) delete m_orig;
    else { delete m_orig; delete m_tilt; }
    m_orig = m_tilt = new BFieldMesh<double>;
    // first line contains version
    int version;
    input >> version;
    if ( version != 4 ) {
        cerr << myname << ": version number is " << version << " instead of 4" << endl;
        return 1;
    }
    // second line contains number of bins
    int nz;
 
    int nr;
 
    int nphi;
    double unused;
    input >> nz >> nr >> nphi >> unused >> unused >> unused;
    m_orig->reserve( nz, nr, nphi+1 ); // extra phi at 2pi
    // read mesh definitions
    double x;
    for ( int i = 0; i < nr; i++ ) { input >> x; m_orig->appendMesh(1,x*meter); }
    for ( int i = 0; i < nz; i++ ) { input >> x; m_orig->appendMesh(0,x*meter); }
    for ( int i = 0; i < nphi; i++ ) { input >> x; m_orig->appendMesh(2,x); }
    m_orig->appendMesh(2,2*M_PI); // extra phi at 2pi
    double zmin = m_orig->mesh(0,0);
    double zmax = m_orig->mesh(0,nz-1);
    double rmin = m_orig->mesh(1,0);
    double rmax = m_orig->mesh(1,nr-1);
    double phimin = m_orig->mesh(2,0);
    double phimax = m_orig->mesh(2,nphi);
    m_orig->setRange( zmin, zmax, rmin, rmax, phimin, phimax );
    // skip one record
    input >> unused >> unused >> unused >> unused >> unused;
    // read field values
    // the index order is opposite to the toroid - have to reorder
    // also convert from gauss to Tesla here.
    vector<double> Bz;
 
    vector<double> Br;
 
    vector<double> Bphi;
    double b;
    for ( int k = 0; k < nphi; k++ ) {
        for ( int j = 0; j < nr; j++ ) {
            for ( int i = 0; i < nz; i++ ) { input >> b; Bz.push_back(b*gauss); }
        }
        for ( int j = 0; j < nr; j++ ) {
            for ( int i = 0; i < nz; i++ ) { input >> b; Br.push_back(b*gauss); }
        }
        for ( int j = 0; j < nr; j++ ) {
            for ( int i = 0; i < nz; i++ ) { input >> b; Bphi.push_back(b*gauss); }
        }
    }
    for ( int i = 0; i < nz; i++ ) {
        for ( int j = 0; j < nr; j++ ) {
            for ( int k = 0; k < nphi; k++ ) {
                int index = i + nz*(j + nr*k);
                BFieldVector<double> field( Bz[index], Br[index], Bphi[index] );
                m_orig->appendField( field );
            }
            // close phi at 2pi
            int index = i + nz*j;
            BFieldVector<double> field( Bz[index], Br[index], Bphi[index] );
            m_orig->appendField( field );
        }
    }
    // build the LUT
    m_orig->buildLUT();
 
    return 0;
}

readMap() [2/2]

int BFieldSolenoid::readMap

(

TFile *

rootfile

)

Definition at line 188 of file BFieldSolenoid.cxx.

{
    if ( rootfile == nullptr ) return 1; // no file
    if ( !rootfile->cd() ) return 2; // could not make it current directory
    if ( m_orig == m_tilt ) delete m_orig;
    else { delete m_orig; delete m_tilt; }
    m_orig = m_tilt = new BFieldMesh<double>;
    // open the tree
    TTree* tree = (TTree*)rootfile->Get("BFieldSolenoid");
    if ( tree == nullptr ) return 3; // no tree
    double zmin;
 
    double zmax;
 
    double rmin;
 
    double rmax;
 
    double phimin;
 
    double phimax;
    int nmeshz;
 
    int nmeshr;
 
    int nmeshphi;
    double *meshz;
 
    double *meshr;
 
    double *meshphi;
    int nfield;
    double *fieldz;
 
    double *fieldr;
 
    double *fieldphi;
    //unsigned char *fbyte;
    // define the fixed-sized branches first
    tree->SetBranchAddress( "zmin", &zmin );
    tree->SetBranchAddress( "zmax", &zmax );
    tree->SetBranchAddress( "rmin", &rmin );
    tree->SetBranchAddress( "rmax", &rmax );
    tree->SetBranchAddress( "phimin", &phimin );
    tree->SetBranchAddress( "phimax", &phimax );
    tree->SetBranchAddress( "nmeshz", &nmeshz );
    tree->SetBranchAddress( "nmeshr", &nmeshr );
    tree->SetBranchAddress( "nmeshphi", &nmeshphi );
    tree->SetBranchAddress( "nfield", &nfield );
    // prepare arrays - need to know the maximum sizes
    tree->GetEntry(0);
    meshz = new double[nmeshz];
    meshr = new double[nmeshr];
    meshphi = new double[nmeshphi];
    fieldz = new double[nfield];
    fieldr = new double[nfield];
    fieldphi = new double[nfield];
    // define the variable length branches
    tree->SetBranchAddress( "meshz", meshz );
    tree->SetBranchAddress( "meshr", meshr );
    tree->SetBranchAddress( "meshphi", meshphi );
    tree->SetBranchAddress( "fieldz", fieldz );
    tree->SetBranchAddress( "fieldr", fieldr );
    tree->SetBranchAddress( "fieldphi", fieldphi );
    // read again, and copy data
    tree->GetEntry(0);
    m_orig->setRange( zmin, zmax, rmin, rmax, phimin, phimax );
    m_orig->reserve( nmeshz, nmeshr, nmeshphi );
    for ( int j = 0; j < nmeshz; j++ ) {
        m_orig->appendMesh( 0, meshz[j] );
    }
    for ( int j = 0; j < nmeshr; j++ ) {
        m_orig->appendMesh( 1, meshr[j] );
    }
    for ( int j = 0; j < nmeshphi; j++ ) {
        m_orig->appendMesh( 2, meshphi[j] );
    }
    for ( int j = 0; j < nfield; j++ ) {
        BFieldVector<double> field( fieldz[j], fieldr[j], fieldphi[j] );
        m_orig->appendField( field );
    }
    // clean up
    tree->Delete();
    delete[] meshz;
    delete[] meshr;
    delete[] meshphi;
    delete[] fieldz;
    delete[] fieldr;
    delete[] fieldphi;
    // build the LUTs
    m_orig->buildLUT();
 
    return 0;
}

tiltedMap()

const BFieldMesh< double > * BFieldSolenoid::tiltedMap ( ) const

inline

Definition at line 36 of file BFieldSolenoid.h.

{ return m_tilt; }

writeMap()

void BFieldSolenoid::writeMap	(	TFile *	rootfile,
		bool	tilted = false )

Definition at line 104 of file BFieldSolenoid.cxx.

{
    BFieldMesh<double> *map = tilted ? m_tilt : m_orig;
    if ( map == nullptr ) return; // no map to write
    if ( rootfile == nullptr ) return; // no file
    if ( !rootfile->cd() ) return; // could not make it current directory
    // define the tree
    TTree* tree = new TTree( "BFieldSolenoid", "BFieldSolenoid version 4" );
    double zmin = map->zmin();
    double zmax = map->zmax();
    double rmin = map->rmin();
    double rmax = map->rmax();
    double phimin = map->phimin();
    double phimax = map->phimax();
    int nmeshz = map->nmesh(0);
    int nmeshr = map->nmesh(1);
    int nmeshphi = map->nmesh(2);
    double *meshz;
 
    double *meshr;
 
    double *meshphi;
    int nfield = nmeshz*nmeshr*nmeshphi;
    double *fieldz;
 
    double *fieldr;
 
    double *fieldphi;
    meshz = new double[nmeshz];
    meshr = new double[nmeshr];
    meshphi = new double[nmeshphi];
    fieldz = new double[nfield];
    fieldr = new double[nfield];
    fieldphi = new double[nfield];
    // define the tree branches
    tree->Branch( "zmin", &zmin, "zmin/D" );
    tree->Branch( "zmax", &zmax, "zmax/D" );
    tree->Branch( "rmin", &rmin, "rmin/D" );
    tree->Branch( "rmax", &rmax, "rmax/D" );
    tree->Branch( "phimin", &phimin, "phimin/D" );
    tree->Branch( "phimax", &phimax, "phimax/D" );
    tree->Branch( "nmeshz", &nmeshz, "nmeshz/I" );
    tree->Branch( "meshz", meshz, "meshz[nmeshz]/D" );
    tree->Branch( "nmeshr", &nmeshr, "nmeshr/I" );
    tree->Branch( "meshr", meshr, "meshr[nmeshr]/D" );
    tree->Branch( "nmeshphi", &nmeshphi, "nmeshphi/I" );
    tree->Branch( "meshphi", meshphi, "meshphi[nmeshphi]/D" );
    tree->Branch( "nfield", &nfield, "nfield/I" );
    tree->Branch( "fieldz", fieldz, "fieldz[nfield]/D" );
    tree->Branch( "fieldr", fieldr, "fieldr[nfield]/D" );
    tree->Branch( "fieldphi", fieldphi, "fieldphi[nfield]/D" );
    // fill the mesh and field arrays
    for ( int j = 0; j < nmeshz; j++ ) {
        meshz[j] = map->mesh(0,j);
    }
    for ( int j = 0; j < nmeshr; j++ ) {
        meshr[j] = map->mesh(1,j);
    }
    for ( int j = 0; j < nmeshphi; j++ ) {
        meshphi[j] = map->mesh(2,j);
    }
    for ( int j = 0; j < nfield; j++ ) {
        const BFieldVector<double> f = map->field(j);
        fieldz[j] = f.z();
        fieldr[j] = f.r();
        fieldphi[j] = f.phi();
    }
    // write
    tree->Fill();
    rootfile->Write();
    // clean up
    delete[] meshz;
    delete[] meshr;
    delete[] meshphi;
    delete[] fieldz;
    delete[] fieldr;
    delete[] fieldphi;
}

Member Data Documentation

m_orig

BFieldMesh<double>* BFieldSolenoid::m_orig

private

Definition at line 43 of file BFieldSolenoid.h.

m_tilt

BFieldMesh<double>* BFieldSolenoid::m_tilt

private

Definition at line 44 of file BFieldSolenoid.h.

---

The documentation for this class was generated from the following files:

• BFieldSolenoid.h
• BFieldSolenoid.cxx