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Title		Authors	PubMed ID
1	Angular variation of electron paramagnetic resonance spectrum: simulation of a polycrystalline EPR spectrum.	Misra SK	10053135 PHYSICS
2	A rigorous evaluation of spin-Hamiltonian parameters and linewidth from a polycrystalline EPR spectrum.	Misra SK	10479561 PHYSICS
3	Variable-frequency EPR study of Mn(2+)-doped NH(4)Cl(0.9)I(0.1) single crystal at 9.6, 36, and 249.9 GHz: structural phase transition.	Misra SK, Andronenko SI, Rinaldi G, Chand P, Earle KA, Freed JH	12615154 PHYSICS
4	A variable temperature EPR study of Mn(2+)-doped NH(4)Cl(0.9)I(0.1) single crystal at 170 GHz: zero-field splitting parameter and its absolute sign.	Misra SK, Andronenko SI, Chand P, Earle KA, Paschenko SV, Freed JH	15862243 PHYSICS
5	Exchange-mediated spin-lattice relaxation of Fe3+ ions in borate glasses.	Misra SK, Pilbrow JR	17140823 PHYSICS
6	Simulation of slow-motion CW EPR spectrum using stochastic Liouville equation for an electron spin coupled to two nuclei with arbitrary spins: matrix elements of the Liouville superoperator.	Misra SK	17881269 PHYSICS
7	A multifrequency EPR study of Fe2+ and Mn2+ ions in a ZnSiF(6).6H2O single crystal at liquid-helium temperatures.	Misra SK, Diehl S, Tipikin D, Freed JH	20395160 PHYSICS
8	Theory of EPR lineshape in samples concentrated in paramagnetic spins: effect of enhanced internal magnetic field on high-field high-frequency (HFHF) EPR lineshape.	Misra SK, Diehl S	22613039 PHYSICS

Title:	Simulation of slow-motion CW EPR spectrum using stochastic Liouville equation for an electron spin coupled to two nuclei with arbitrary spins: matrix elements of the Liouville superoperator.
Authors:	Misra SK
Link:	https://www.ncbi.nlm.nih.gov/pubmed/17881269?dopt=Abstract
Publication:
Keywords:
PMID:	17881269	Category:	J Magn Reson	Date Added:	2019-06-04
Dept Affiliation:	PHYSICS 1 Department of Physics, Concordia University,1455 de Maisonneuve Boulevard West, Montreal, Que., Canada H3G 1M8. skmisra@alcor.concordia.ca

Description:

Simulation of slow-motion CW EPR spectrum using stochastic Liouville equation for an electron spin coupled to two nuclei with arbitrary spins: matrix elements of the Liouville superoperator.

J Magn Reson. 2007 Nov;189(1):59-77

Authors: Misra SK

Abstract

An algorithm is developed that extends the well known nitroxide slow-motional continuous wave electron paramagnetic resonance (EPR) simulation technique developed originally by Meirovitch et al. [E. Meirovitch, D. Inger, E. Inger, G. Moro, J.H. Freed, J. Chem. Phys. 77 (1982) 3915-3938], and implemented by Schneider and Freed [D.J. Schneider, J.H. Freed, Calculating slow motional magnetic resonance spectra: a user's guide, in: Biological Magnetic Resonance, vol. 6, Plenum Publishing Corporation, 1989]. This paper deals with the more general case of coupling of one electron spin to two nuclear spins. A complete listing of the matrix elements of the Liouville superoperator for this extension has been included. This advance has been successfully tested by reproducing the observed spectral lineshapes of a solution of the novel radical Mes(*)(CH(3))P-PMes(*) [Mes(*)=2,4,6 (tBu)(3)C(2)H(2)] in tetrahydrofuran (THF), in which the radical is undergoing slow tumbling, with the coupling of one electron spin to two physically and magnetically inequivalent phosphorus ((31)P) nuclei.

PMID: 17881269 [PubMed - indexed for MEDLINE]

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