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fwdmodel_asl_satrecov.cc
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fwdmodel_asl_satrecov.cc
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/* fwdmodel_asl_satrecov.cc - Saturation Recovery curve calibration for ASL
Michael Chappell, IBME & FMRIB Image Analysis Group
Copyright (C) 2010 University of Oxford */
/* CCOPYRIGHT */
#include "fwdmodel_asl_satrecov.h"
#include "fabber_core/fwdmodel.h"
#include "miscmaths/miscprob.h"
#include "newimage/newimageall.h"
#include <iostream>
#include <newmatio.h>
#include <stdexcept>
#include <string>
#include <vector>
using namespace std;
FactoryRegistration<FwdModelFactory, SatrecovFwdModel> SatrecovFwdModel::registration("satrecov");
FwdModel *SatrecovFwdModel::NewInstance() { return new SatrecovFwdModel(); }
static OptionSpec OPTIONS[] = {
{ "repeats", OPT_INT, "Number of repeats in data", OPT_NONREQ, "1" },
{ "rpt<n>", OPT_INT, "Number of repeats in data - varying by TI", OPT_NONREQ, "1" },
{ "t1", OPT_FLOAT, "T1 value (s)", OPT_NONREQ, "1.3" },
{ "phases", OPT_INT, "Number of phases", OPT_NONREQ, "1" },
{ "slicedt", OPT_FLOAT, "Increase in TI per slice", OPT_NONREQ, "0.0" },
{ "sliceband", OPT_INT, "Number of slices per band for multiband readouts", OPT_NONREQ, "1" },
{ "fixa", OPT_BOOL, "Fix the A parameter where it will be ambiguous", OPT_NONREQ, "" },
{ "FA", OPT_FLOAT, "Flip angle in degrees for Look-Locker readout", OPT_NONREQ, "0" },
{ "m_lfa", OPT_FLOAT, "Low flip angle in degrees for Look-Locker readout", OPT_NONREQ, "0" },
{ "ti<n>", OPT_FLOAT, "List of TI values", OPT_NONREQ, "" }, { "" },
};
void SatrecovFwdModel::GetOptions(vector<OptionSpec> &opts) const
{
for (int i = 0; OPTIONS[i].name != ""; i++)
{
opts.push_back(OPTIONS[i]);
}
}
string SatrecovFwdModel::ModelVersion() const
{
string version = "fwdmodel_asl_satrecov.cc";
#ifdef GIT_SHA1
version += string(" Revision ") + GIT_SHA1;
#endif
#ifdef GIT_DATE
version += string(" Last commit ") + GIT_DATE;
#endif
return version;
}
string SatrecovFwdModel::GetDescription() const
{
return "Saturation recovery ASL model";
}
void SatrecovFwdModel::Initialize(ArgsType &args)
{
// Basic acquisition parameters
m_tis = args.GetDoubleList("ti", 0);
m_t1 = args.GetDoubleDefault("t1", 1.3);
m_nphases = args.GetIntDefault("phases", 1);
m_slicedt = args.GetDoubleDefault("slicedt", 0);
m_sliceband = args.GetIntDefault("sliceband", 1);
// Repeats - may be single repeat or multiple (one per T)
if (args.HaveKey("rpt1"))
{
// Multiple repeats have been specified
m_repeats = args.GetIntList("rpt");
if (m_repeats.size() != m_tis.size())
{
throw InvalidOptionValue("Number of repeats", stringify(m_repeats.size()),
"Mismatch between number of TIs and variable repeats - should be equal");
}
}
else
{
// Multiple repeats not specified - use single value defaulting to 1
for (unsigned int it = 0; it < m_tis.size(); it++)
{
m_repeats.push_back(args.GetIntDefault("repeats", 1));
}
}
// Assuming even sampling - this only applies to LL acquisitions
if (m_tis.size() < 2) throw InvalidOptionValue("Number of TIs", stringify(m_tis.size()), "Need at least 2 TIs");
m_dti = m_tis[1] - m_tis[0];
// To fix the A parameter where it will be ambiguous
m_fix_a = args.GetBool("fixa");
// With a look locker readout
double fa_deg = args.GetDoubleDefault("FA", 0);
m_look_locker = (fa_deg > 0.1);
m_fa = fa_deg * M_PI / 180; // convert to radians
double lfa_deg = args.GetDoubleDefault("LFA", 0);
m_lfa_on = (m_lfa > 0);
m_lfa = lfa_deg * M_PI / 180; // convert to radians
m_dg = 0.023;
if (m_look_locker)
{
LOG << "SatrecovFwdModel::Look-Locker mode" << endl;
LOG << "SatrecovFwdModel::FA (degrees)=" << fa_deg << endl;
if (m_lfa_on) LOG << "SatrecovFwdModel::LFA (degrees)=" << lfa_deg << endl;
}
}
void SatrecovFwdModel::GetParameterDefaults(std::vector<Parameter> ¶ms) const
{
params.clear();
int p=0;
params.push_back(Parameter(p++, "M0t", DistParams(0, 1e12), DistParams(10, 10)));
params.push_back(Parameter(p++, "T1t", DistParams(m_t1, 0.1), DistParams(m_t1, 0.1)));
double a_var = 0.1;
if (m_fix_a) a_var = 1e-12;
params.push_back(Parameter(p++, "A", DistParams(1, a_var), DistParams(1, a_var)));
if (m_lfa_on) {
params.push_back(Parameter(p++, "g", DistParams(1, 0.01), DistParams(1, 0.01)));
}
}
void SatrecovFwdModel::EvaluateModel(const ColumnVector ¶ms, ColumnVector &result, const std::string &key) const
{
// Ensure that values are reasonable - negative check
ColumnVector paramcpy = params;
for (int i = 1; i <= NumParams(); i++)
{
if (params(i) < 0)
{
paramcpy(i) = 0;
}
}
float M0t = paramcpy(1);
float T1t = paramcpy(2);
float A = paramcpy(3);
float g = 1.0;
if (m_lfa_on) g = paramcpy(4);
// Duo flip angle correction
// Details refer to Moss's Turbo QUASAR methodology paper or Esben's thesis p122
float FA = g * m_fa;
float lFA = (g + m_dg) * m_lfa; // dg only corrects for the low flip angle.
float T1tp = T1t;
float M0tp = M0t;
if (m_look_locker)
{
// Note that we do not have sin(FA) here - we actually estiamte the M0
// at the flip angle used for the readout!
T1tp = 1 / (1 / T1t - log(cos(FA)) / m_dti); // FA is in radians
M0tp = M0t * (1 - exp(-m_dti / T1t)) / (1 - cos(FA) * exp(-m_dti / T1t));
}
int nti = m_tis.size();
int total_repeats = 0;
for (int it = 0; it < nti; it++)
{
total_repeats += m_repeats[it];
}
if (m_lfa_on)
result.ReSize(total_repeats * (m_nphases+1));
else
result.ReSize(total_repeats * m_nphases);
if (result.Nrows() != data.Nrows()) throw InvalidOptionValue("ti<n>", stringify(result.Nrows()), string("Number of TIs/repeats does not match number of volumes in data: ") + stringify(data.Nrows()));
int tpt = 1;
for (int ph = 1; ph <= m_nphases; ph++)
{
for (int it = 0; it < nti; it++)
{
for (int rpt = 1; rpt <= m_repeats[it]; rpt++)
{
double ti = m_tis[it] + m_slicedt * (coord_z % m_sliceband);
result(tpt) = M0tp * (1 - A * exp(-ti / T1tp));
tpt++;
}
}
}
if (m_lfa_on)
{
T1tp = 1 / (1 / T1t - log(cos(lFA)) / m_dti);
M0tp = M0t * (1 - exp(-m_dti / T1t)) / (1 - cos(lFA) * exp(-m_dti / T1t));
for (int it = 0; it < nti; it++)
{
for (int rpt = 1; rpt <= m_repeats[it]; rpt++)
{
// slicedt accounts for increase in delay between slices (modulo sliceband)
double ti = m_tis[it] + m_slicedt * (coord_z % m_sliceband);
// Note the sin(m_lfa)/sin(FA) term since the M0 we estimate is
// actually MOt*sin(FA)
result(tpt) = M0tp * sin(lFA) / sin(FA) * (1 - A * exp(ti / T1tp));
tpt++;
}
}
}
}