Pulse sequence:
Stejskal-Tanner equation (link):
\( I(g) = exp\Bigg(-D\gamma ^{2}g^{2}\delta ^{2}\left(\Delta -\dfrac{\delta}{3}\right)\Bigg) \)
using Bruker notations (Bruker program stegp3s):
\( I(g) = exp\Bigg(-D\gamma^{2}g^{2} {(p30)}^{2}\left(d20 -\dfrac{p30}{3}\right)\Bigg) \)
Experiment parameters:
Pulse sequence:
Stejskal-Tanner equation modified by Jerschow and Müller (link):
\( I(g) = exp \Bigg(-D\gamma ^{2}g^{2}\delta ^{2}\left(T + \dfrac{2}{3}\delta + \dfrac{3}{4}\tau \right)\Bigg) \)
using Bruker notations (Bruker program stegpbp3s):
\( I(g) = exp \Bigg(-D\gamma ^{2}g^{2} {(2p30)} ^{2}\left(d20 - \dfrac{2}{3} p30 - \dfrac{d16}{2} - 4p1 \right)\Bigg) \)
Experiment parameters:
Pulse sequence:
Stejskal-Tanner equation modified by Jerschow and Müller (link):
\( I(g) = exp \Bigg(-D\gamma ^{2}g^{2}\delta ^{2}\left(T + \dfrac{4}{3}\delta + 2\tau \right)\Bigg) \)
using Bruker notations (Bruker program dstegp3s):
\( I(g) = exp \Bigg(-D\gamma ^{2}g^{2} {(p30)} ^{2}\left(d20 - \dfrac{5}{3} p30 - d16 - 4p1 \right)\Bigg) \)
Experiment parameters:
Pulse sequence:
Stejskal-Tanner equation modified by Jerschow and Müller (link):
\( I(g) = exp \Bigg(-D\gamma ^{2}g^{2}\delta ^{2}\left(T + \dfrac{4}{3}\delta + \dfrac{5}{4}\tau_1 + \dfrac{\tau_2}{4} \right)\Bigg) \)
using Bruker notations (Bruker program dstebpgp3s):
\( I(g) = exp \Bigg(-D\gamma ^{2}g^{2} {(2p30)} ^{2}\left(d20 - \dfrac{10}{3} p30 - 3d16 - 8p1 \right)\Bigg) \)
Experiment parameters: