Goldman-Shen type experiments do refer to a specific NMR pulse sequence
and the original citation was published in 1966. The following articles
discuss this sequence and its applications.
Hope you find this useful!
Cheers
-raman
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1. VUORIMAKI AH.
RESPONSE OF PAIRS OF SPIN-1/2 TRIADS TO THE GENERALIZED GOLDMAN-SHEN PULSE
SEQUENCE.
JOURNAL OF MAGNETIC RESONANCE SERIES A, 1993 FEB 1, V101 N2:170-178.
2. KENWRIGHT AM; PACKER KJ.
ON T1 CANCELLATION SCHEMES IN GOLDMAN-SHEN-TYPE EXPERIMENTS.
CHEMICAL PHYSICS LETTERS, 1990 OCT 19, V173 N5-6:471-475.
3. ZHANG S; MEHRING M.
A MODIFIED GOLDMAN-SHEN NMR PULSE SEQUENCE.
CHEMICAL PHYSICS LETTERS, 1989 AUG 25, V160 N5-6:644-646.
4. Kauffman, J.S.; Dybowski, C.
Determination of transition temperatures and crystalline content of
linear, high-molecular-weight polyethylene by proton NMR spectroscopy.
Journal of Polymer Science, Part B (Polymer Physics), Oct. 1989, vol.27,
(no.11):2203-9.
Pub type: Experimental.
Abstract: Decomposition of the proton NMR spectra of linear,
high-molecular-weight polyethylene into a Gaussian function and a
Lorentzian function is discussed in terms of the Wilson-Pake two-component
method (1953) for an inhomogeneous system. The results of a Goldman-Shen
experiment (1966) indicate that spin diffusion does not strongly couple
the two regions. The temperature dependence of the Lorentzian (mobile)
fraction is fitted to a function derived from the relation of English and
Zoller (see Anal. Chim. Acta, vol.189, p.135, 1986). The critical
temperatures give estimates of thermal transitions: T/sub alpha
/=328(+or-5) K and T/sub gamma /=163(+or-4) K. The fraction of Lorentzian
spins excited by the gamma relaxation correlates with the amorphous
content of the sample as determined by differential scanning calorimetry
and X-ray diffraction.
5. Shanmin Zhang; Mehring, M.
A modified Goldman-Shen NMR pulse sequence.
Chemical Physics Letters, 25 Aug. 1989, vol.160, (no.5-6):644-6.
Pub type: Theoretical or Mathematical.
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