I was going through the section on the Bloch equations and noticed that the diagonal matrix in the relaxation
In the solution, the A matrix is given as is given as:
$$diag[exp(-t / T2), exp(-t / T2), 1]$$
However, based on the mathematical formulation written on the next line for
$$M_z = M_0 \exp(-t / T_1) + M_0 (1 - \exp(- t / T_1)) $$
shouldn't the diagonal matrix be:
$$diag[exp(-t / T2), exp(-t / T2), exp(-t / T1)]$$
I was going through the section on the Bloch equations and noticed that the diagonal matrix in the relaxation In the solution, the A matrix is given as is given as: $$diag[exp(-t / T2), exp(-t / T2), 1]$$ However, based on the mathematical formulation written on the next line for $$M_z = M_0 \exp(-t / T_1) + M_0 (1 - \exp(- t / T_1)) $$ shouldn't the diagonal matrix be: $$diag[exp(-t / T2), exp(-t / T2), exp(-t / T1)]$$