/usr/include/odinseq/seqsim.h is in libodin-dev 1.8.8-1.
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seqsim.h - description
-------------------
begin : Tue Jun 11 2002
copyright : (C) 2000-2014 by Thies H. Jochimsen
email : thies@jochimsen.de
***************************************************************************/
/***************************************************************************
* *
* This program is free software; you can redistribute it and/or modify *
* it under the terms of the GNU General Public License as published by *
* the Free Software Foundation; either version 2 of the License, or *
* (at your option) any later version. *
* *
***************************************************************************/
#ifndef SEQSIM_H
#define SEQSIM_H
#include <tjutils/tjthread.h>
#include <tjutils/tjnumeric.h> // for RandomDist
#include <odinpara/sample.h>
#include <odinseq/seqclass.h>
/**
* @ingroup odinseq
* \brief Time interval for simulation
*
* Data structure to hold the values for a single interval with constant fields
* - dt: Duration of the interval
* - B1: Complex RF field
* - freq: Transmit/receive frequency
* - phase: Transmit/receive phase in deg
* - rec: Receiver (>0 means on)
* - Gx: Gradient in read direction
* - Gy: Gradient in phase direction
* - Gz: Gradient in slice direction
*/
struct SeqSimInterval {
SeqSimInterval() : dt(0.0), B1(0.0), freq(0.0), phase(0.0), rec(0.0), Gx(0.0), Gy(0.0), Gz(0.0) {}
float dt;
STD_complex B1;
float freq;
float phase;
float rec;
float Gx;
float Gy;
float Gz;
};
/////////////////////////////////////////////////////////////////////
class ProgressMeter; // forward declaration
/**
* @ingroup odinseq_internals
* Interface for Simulators
*/
class SeqSimAbstract : public virtual SeqClass {
public:
virtual ~SeqSimAbstract() {}
/**
* Prepare a simulation (i.e. before successive calls to simulate() ) with the parameters:
* - sample: The virtual sample
* - transmit_coil: Transmitter coil, 0 for none
* - receive_coil: Receiver coil, 0 for none
* - progmeter: Status indicator to trace progress, 0 for none
*/
virtual void prepare_simulation(const Sample& sample, CoilSensitivity* transmit_coil=0, CoilSensitivity* receive_coil=0, ProgressMeter* progmeter=0) = 0;
/**
* Simulation with
* - simvals: The magnetic fields during a time interval
* - gamma: Gyromagnetic ration of the nucleus observed
* Return value: Signal in each receiver channel
*/
virtual cvector simulate(const SeqSimInterval& simvals, double gamma) = 0;
/**
* Call this function after a simulation (i.e. after successive calls to simulate() )
*/
virtual void finalize_simulation() = 0;
};
/////////////////////////////////////////////////////////////////////
/**
* @addtogroup odinseq
* @{
*/
/**
* \brief MAGSI-based Magnetization Simulator
*
* This is a simulator to calculate the time evolution of a magnetization grid
* in 4 dimension (frequency and three spatial dimensions). This simulation of the
* Bloch-Torrey equations is performed by means of the MAGSI algorith
* (c.f. Journal of Magnetic Resonance 180:29-38, 2006).
* Simulation usually involves the following steps:
* - Initialize the simulator by prepare_simulation() using a virtual sample.
* - Iterative simulation by simulate() using a structure with piece-wise constant fields.
* - Finish simulation by calling finalize_simulation().
*/
class SeqSimMagsi : public JcampDxBlock, public ThreadedLoop<SeqSimInterval,cvector,int>, public virtual SeqSimAbstract {
public:
/**
* Constructs a simulator labeled 'object_label'.
*/
SeqSimMagsi(const STD_string& label="unnamedSeqSimMagsi");
/**
* Copy constructor
*/
SeqSimMagsi(const SeqSimMagsi& ssm);
/**
* Destructor
*/
~SeqSimMagsi();
/**
* Assignment operator
*/
SeqSimMagsi& operator = (const SeqSimMagsi& ssm);
/**
* Returns the overall size of the array
*/
unsigned int get_total_size() const {return Mx.total();}
/**
* Set each magnetization to initial state 'initial_vector', which is (0,0,1) by default
*/
SeqSimMagsi& reset_magnetization();
/**
* Set the vector for the initial magnetization
*/
SeqSimMagsi& set_initial_vector(float Mx, float My, float Mz);
/**
* Returns the real part of the transverse magnetisation
*/
const farray& get_Mx() const {return Mx;}
/**
* Returns the imaginary part of the transverse magnetisation
*/
const farray& get_My() const {return My;}
/**
* Returns the longitudinal magnetisation
*/
const farray& get_Mz() const {return Mz;}
/**
* Returns the amplitude of the transverse magnetisation
*/
const farray& get_Mamp() const {return Mamp;}
/**
* Returns the phase of the transverse magnetisation
*/
const farray& get_Mpha() const {return Mpha;}
/**
* Updates all parameter relations
*/
SeqSimMagsi& update();
/**
* Specifies whether simulation should be performed everytime update() is called
*/
SeqSimMagsi& set_online_simulation(bool onlineflag) { online=onlineflag; return *this;}
/**
* Specifies whether intra-voxel magnetzation gradients are considered during simulation
*/
SeqSimMagsi& set_intravoxel_simulation(bool ivflag) { magsi=ivflag; return *this;}
/**
* Specifies the number of threads used during simulation
*/
SeqSimMagsi& set_numof_threads(unsigned int n) { nthreads=n; return *this;}
/**
* Specifies a rotation matrix for the spatial domain, i.e. the magnetization
* array will be rotated in space using the specified rotation matrix.
*/
SeqSimMagsi& set_spat_rotmatrix(const RotMatrix& rotmatrix);
/**
* Returns whether simulation should be performed, i.e. whether the 'online' flag
* is true or 'update' was activated.
*/
bool do_simulation();
// implementing virtual functions of SeqSimAbstract
void prepare_simulation(const Sample& sample, CoilSensitivity* transmit_coil=0, CoilSensitivity* receive_coil=0, ProgressMeter* progmeter=0);
cvector simulate(const SeqSimInterval& simvals, double gamma);
void finalize_simulation();
// implementing virtual functions of ThreadedLoop
bool kernel(const SeqSimInterval& simvals, cvector& signal, int&, unsigned int begin, unsigned int end);
private:
friend class SeqTimecourse;
/**
* Resize the array in the four dimensions according to the given sizes
*/
SeqSimMagsi& resize(unsigned int xsize, unsigned int ysize, unsigned int zsize, unsigned int freqsize=1);
void common_init();
int append_all_members();
SeqSimMagsi& MampMpha2MxMy();
SeqSimMagsi& MxMy2MampMpha();
void update_axes();
void set_axes_cache(const Sample& sample);
JDXfloatArr Mx;
JDXfloatArr My;
JDXfloatArr Mz;
JDXfloatArr Mamp;
JDXfloatArr Mpha;
JDXbool online;
JDXaction update_now;
JDXtriple initial_vector;
bool iactive;
bool magsi;
unsigned int nthreads;
RotMatrix* spat_rotmatrix;
double gamma_cache;
double elapsed_time; // within current time frame
unsigned int time_index_cache;
unsigned int numof_time_intervals_cache;
double* time_intervals_cache;
// cache for update_axes()
float x_low;
float x_upp;
float y_low;
float y_upp;
float z_low;
float z_upp;
float freq_low; // in rad/s
float freq_upp; // in rad/s
// intra-voxel magn gradients
float *dMx[4];
float *dMy[4];
float *dMz[4];
float *dppm[3]; // readonly
// use raw pointers to avoid slower []-operator of STD_vector
unsigned int oneframe_size_cache; // size of one frame
float* xpos_cache;
float* ypos_cache;
float* zpos_cache;
float* freqoffset_cache; // in rad*kHz
unsigned int nframes_ppm_cache;
float* ppm_cache;
unsigned int nframes_spin_density_cache;
float* spin_density_cache;
STD_complex* B1map_transm_cache;
unsigned int num_rec_channel_cache;
STD_complex** B1map_receiv_cache;
unsigned int nframes_Dcoeff_cache;
float* Dcoeff_cache;
bool sim_diffusion;
unsigned int nframes_r1_cache;
float* r1_cache;
unsigned int nframes_r2_cache;
float* r2_cache;
bool* has_relax_cache;
float L[4];
float B0_ppm;
bool simcache_up2date;
void outdate_simcache();
};
/////////////////////////////////////////////////////////////////////
#ifdef STANDALONE_PLUGIN // exclude from Siemens DLLs
/**
* \brief Monte-Carlo-based Magnetization Simulator
*
* Monte-Carlo Simulator for diffusional averaging
*/
class SeqSimMonteCarlo : public ThreadedLoop<SeqSimInterval,cvector,RandomDist>, public virtual SeqSimAbstract {
public:
/**
* Constructs a simulator labeled 'object_label' to simulate 'nparticles' diffusion trajectories using 'nthreads' threads.
*/
SeqSimMonteCarlo(const STD_string& label="unnamedSeqSimMonteCarlo", unsigned int nparticles=10000, unsigned int nthreads=1);
/**
* Copy constructor
*/
SeqSimMonteCarlo(const SeqSimMonteCarlo& ssmc) {common_init(); SeqSimMonteCarlo::operator = (ssmc);}
/**
* Assignment operator
*/
SeqSimMonteCarlo& operator = (const SeqSimMonteCarlo& ssmc);
/**
* Get spatial distribution of particles after simulation
*/
farray get_spatial_dist() const;
// implementing virtual functions of SeqSimAbstract
void prepare_simulation(const Sample& sample, CoilSensitivity* transmit_coil=0, CoilSensitivity* receive_coil=0, ProgressMeter* progmeter=0);
cvector simulate(const SeqSimInterval& simvals, double gamma);
void finalize_simulation();
// implementing virtual functions of ThreadedLoop
bool kernel(const SeqSimInterval& simvals, cvector& signal, RandomDist& local_rng, unsigned int begin, unsigned int end);
private:
struct Particle {
float pos[3];
float Mx, My, Mz;
};
void common_init();
void clear_cache();
unsigned int linear_index(const float pos[3]) const;
STD_vector<Particle> particle;
unsigned int numof_threads;
RandomDist rng; // seed only once per simulator
double gamma_cache;
unsigned int size_cache[3];
// use raw pointers to avoid slower []-operator of STD_vector
float* Dcoeff_cache;
float* ppmMap_cache;
float* R1map_cache;
float* R2map_cache;
float* spinDensity_cache;
float pixelspacing_cache[3];
float B0_ppm_cache;
};
#endif
/////////////////////////////////////////////////////////////////////
/** @}
*/
#endif
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