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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 55, 1985 - Issue 4
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Original Articles

Theory of molecular symmetry in dynamic N.M.R. spectra of intramolecularly exchanging spin systems

Pages 763-798 | Received 20 Mar 1984, Accepted 07 Mar 1985, Published online: 12 Aug 2006

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S. Szymański. (1987) Theory of molecular symmetry in dynamic N.M.R. spectra. Molecular Physics 60:4, pages 897-919.
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Articles from other publishers (21)

Christian Bengs. (2021) Markovian exchange phenomena in magnetic resonance and the Lindblad equation. Journal of Magnetic Resonance 322, pages 106868.
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Sławomir Szymański & Piotr BernatowiczSławomir Szymański & Piotr Bernatowicz. 2018. Classical and Quantum Molecular Dynamics in NMR Spectra. Classical and Quantum Molecular Dynamics in NMR Spectra 195 248 .
Sławomir Szymański & Piotr BernatowiczSławomir Szymański & Piotr Bernatowicz. 2018. Classical and Quantum Molecular Dynamics in NMR Spectra. Classical and Quantum Molecular Dynamics in NMR Spectra 145 193 .
Sławomir Szymański, Helena Dodziuk, Mariusz Pietrzak, Jarosław Jaźwiński, Taye Beyene Demissie & Henning Hopf. (2013) Dynamics of [n.3]paracyclophanes (n = 2 - 4) as studied by NMR. Obtaining separate Arrhenius parameters for two dynamic processes in [4.3]paracyclophane. Journal of Physical Organic Chemistry 26:7, pages 596-600.
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Helena Dodziuk, Sławomir Szymański, Jarosław Jaźwiński, Maciej E. Marchwiany & Henning Hopf. (2010) Structure and Dynamics of [3.3]Paracyclophane As Studied by Nuclear Magnetic Resonance and Density Functional Theory Calculations. The Journal of Physical Chemistry A 114:38, pages 10467-10473.
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S. Szymański. (2009) Theory of damped quantum rotation in nuclear magnetic resonance spectra. III. Nuclear permutation symmetry of the line shape equation. The Journal of Chemical Physics 131:24.
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T. Ratajczyk & S. Szymański. (2007) Theory of damped quantum rotation in nuclear magnetic resonance spectra. II. Numerical simulations for the benzene rotor. The Journal of Chemical Physics 127:18.
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V. V. Krishnan & Monique Cosman. (2000) Novel relaxation compensated method to measure proton exchange rates in biomolecules based on decorrelation of heteronuclear two-spin order. Magnetic Resonance in Chemistry 38:9, pages 789-794.
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N.R. Skrynnikov & R.R. Ernst. (1999) Detection of Intermolecular Chemical Exchange through Decorrelation of Two-Spin Order. Journal of Magnetic Resonance 137:1, pages 276-280.
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S. Szymański. (1996) Theory of thermal effects in nuclear magnetic resonance spectra of metal hydrides undergoing quantum mechanical exchange. The Journal of Chemical Physics 104:21, pages 8216-8229.
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F.P. Temme. (1995) An overview of higher n-fold exo cage spin clusters, including (t − I) 13C-fullerenes, under SU(m ⪕ n/2) × Ln and model SU(m) × In↓G dual spin symmetries of nuclear magnetic resonance. Coordination Chemistry Reviews 143, pages 169-218.
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K.G. Orrell & V. Šik. 1993. 103 171 .
S. Szymański & G. Binsch. 1991. Annual Reports on NMR Spectroscopy Volume 23. Annual Reports on NMR Spectroscopy Volume 23 209 288 .
Sławomir Szymanski & Gerhard Binsch. (1990) Cross correlations of quadrupolar interactions and scalar relaxation of the second kind. Journal of Magnetic Resonance (1969) 87:1, pages 166-168.
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Keith G. Orrell, Vladimir Šik & David Stephenson. (1990) Quantitative investigations of molecular stereodynamics by 1D and 2D NMR methods. Progress in Nuclear Magnetic Resonance Spectroscopy 22:2, pages 141-208.
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Slawomir Szymanski & Gerhard Binsch. (1989) A lionville space formulation of wangsness-bloch-redfield theory of nuclear spin relaxation. II. Scalar relaxation. Journal of Magnetic Resonance (1969) 81:1, pages 104-120.
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Słwomir Szymanski. (1988) Theory of magnetic equivalence breaking in dynamic NMR. Journal of Magnetic Resonance (1969) 77:2, pages 320-342.
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D. Gamliel, Z. Luz & S. Vega. (1988) Theory of multiple quantum dynamic NMR spectroscopy. The Journal of Chemical Physics 88:1, pages 25-42.
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K.G. Orrell & V. Šik. 1987. 79 173 .
D. Gamliel, Z. Luz & S. Vega. (1986) Complex dynamic NMR spectra in the fast exchange limit. The Journal of Chemical Physics 85:5, pages 2516-2527.
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Slawomir Szymanski, Adam M Gryff-Keller & Gerhard Binsch. (1986) A liouville space formulation of wangsness-bloch-redfield theory of nuclear spin relaxation suitable for machine computation. I. fundamental aspects. Journal of Magnetic Resonance (1969) 68:3, pages 399-432.
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