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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 97, 1999 - Issue 3
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Original Articles

Relativistic theory of nuclear shielding in one-electron atoms 2. Analytical and numerical results

N. C. PYPER University Chemical Laboratory, Lensfield Road, Cambridge, CB2 1EW, UK
&
Z. C. ZHANG University Chemical Laboratory, Lensfield Road, Cambridge, CB2 1EW, UK
Pages 391-413 | Received 25 Aug 1998, Accepted 15 Mar 1999, Published online: 01 Sep 2009

Citations (30)

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N.C. PYPER. (1999) Relativistic theory of nuclear shielding in one-electron atoms 1. Theoretical foundations and first-order terms. Molecular Physics 97:3, pages 381-390.
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E.A. MOORE. (1999) Relativistic chemical shielding: formally exact solutions for one—electron atoms of maximum total angular momentum for any principal quantum number. Molecular Physics 97:3, pages 375-380.
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Articles from other publishers (28)

Vladimir A. Yerokhin, Krzysztof Pachucki, Zoltán Harman & Christoph H. Keitel. (2024) Nuclear magnetic shielding in heliumlike ions. Physical Review A 109:3.
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Krzysztof Pachucki, Vojtěch Patkóš & Vladimir A. Yerokhin. (2023) Accurate determination of 6,7Li nuclear magnetic moments. Physics Letters B 846, pages 138189.
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Irina L. Rusakova & Yuriy Yu. Rusakov. (2023) Relativistic Effects from Heavy Main Group p-Elements on the NMR Chemical Shifts of Light Atoms: From Pioneering Studies to Recent Advances. Magnetochemistry 9:1, pages 24.
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Irina L. Rusakova, Yuriy Yu. Rusakov & Leonid B. Krivdin. (2022) Computational 199 Hg NMR . Magnetic Resonance in Chemistry 60:10, pages 929-953.
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Irina L. Rusakova. (2022) Quantum Chemical Approaches to the Calculation of NMR Parameters: From Fundamentals to Recent Advances. Magnetochemistry 8:5, pages 50.
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Irina L. Rusakova & Yuriy Yu. Rusakov. (2020) Quantum chemical calculations of 77 Se and 125 Te nuclear magnetic resonance spectral parameters and their structural applications . Magnetic Resonance in Chemistry 59:4, pages 359-407.
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Savely G. Karshenboim & Evgeny Yu. Korzinin. (2021) Theoretical prediction for the muonium hyperfine-structure interval and its accuracy. Physical Review A 103:2.
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Patrycja Stefańska. (2020) Dia- and paramagnetic contributions to magnetizabilities of relativistic hydrogenlike atoms in some low-lying discrete energy eigenstates. Atomic Data and Nuclear Data Tables 135-136, pages 101360.
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Savely G. Karshenboim & Vladimir G. Ivanov. (2019) Two-body corrections to the g factors of the bound muon and nucleus in light muonic atoms. The European Physical Journal D 73:10.
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Savely G. Karshenboim & Vladimir G. Ivanov. (2018) The g factor of the bound muon in medium-Z muonic atoms. Physics Letters B 786, pages 485-490.
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Radosław Szmytkowski & Grzegorz Łukasik. (2018) Static magnetic multipole susceptibilities of the relativistic hydrogenlike atom in the ground state: Application of the Sturmian expansion of the generalized Dirac-Coulomb Green function. Physical Review A 98:2.
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Patrycja Stefańska. (2018) Nuclear magnetic shielding constants of Dirac one-electron atoms in some low-lying discrete energy eigenstates. Atomic Data and Nuclear Data Tables 120, pages 352-372.
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A.M. Volchkova, A.S. Varentsova, N.A. Zubova, V.A. Agababaev, D.A. Glazov, A.V. Volotka, V.M. Shabaev & G. Plunien. (2017) Nuclear magnetic shielding in boronlike ions. Nuclear Instruments and Methods in Physics Research Section B: Beam Interactions with Materials and Atoms 408, pages 89-92.
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Patrycja Stefa?ska. (2016) Closed-form expression for the magnetic shielding constant of the relativistic hydrogenlike atom in an arbitrary discrete energy eigenstate: Application of the Sturmian expansion of the generalized Dirac?Coulomb Green function. Physical Review A 94:1.
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Giovanni F. Caramori, Rafael M. Piccoli, Maximiliano Segala, Alvaro Muñoz-Castro, Raul Guajardo-Maturana, Diego M. Andrada & Gernot Frenking. (2015) Cyclic trinuclear copper( i ), silver( i ), and gold( i ) complexes: a theoretical insight . Dalton Transactions 44:1, pages 377-385.
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Lan Cheng, Jürgen Gauss & John F. Stanton. (2013) Treatment of scalar-relativistic effects on nuclear magnetic shieldings using a spin-free exact-two-component approach. The Journal of Chemical Physics 139:5.
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Patrycja Stefańska & Radosław Szmytkowski. (2011) Electric and magnetic dipole shielding constants for the ground state of the relativistic hydrogen‐like atom: Application of the Sturmian expansion of the generalized Dirac‐Coulomb Green function. International Journal of Quantum Chemistry 112:5, pages 1363-1372.
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V. A. Yerokhin, K. Pachucki, Z. Harman & C. H. Keitel. (2012) QED calculation of the nuclear magnetic shielding for hydrogenlike ions. Physical Review A 85:2.
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Yunlong Xiao, Qiming Sun & Wenjian Liu. (2012) Fully relativistic theories and methods for NMR parameters. Theoretical Chemistry Accounts 131:1.
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Yunlong Xiao, Qiming Sun & Wenjian Liu. 2012. Perspectives on Theoretical Chemistry. Perspectives on Theoretical Chemistry 187 203 .
Lan Cheng, Yunlong Xiao & Wenjian Liu. (2009) Four-component relativistic theory for nuclear magnetic shielding: Magnetically balanced gauge-including atomic orbitals. The Journal of Chemical Physics 131:24.
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Savely G. Karshenboim. (2005) Precision physics of simple atoms: QED tests, nuclear structure and fundamental constants. Physics Reports 422:1-2, pages 1-63.
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Peter J. Mohr & Barry N. Taylor. (2005) CODATA recommended values of the fundamental physical constants: 2002. Reviews of Modern Physics 77:1, pages 1-107.
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D. L. Moskovkin, N. S. Oreshkina, V. M. Shabaev, T. Beier, G. Plunien, W. Quint & G. Soff. (2004) factor of hydrogenlike ions with nonzero nuclear spin . Physical Review A 70:3.
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Pekka Manninen, Perttu Lantto, Juha Vaara & Kenneth Ruud. (2003) Perturbational ab initio calculations of relativistic contributions to nuclear magnetic resonance shielding tensors . The Journal of Chemical Physics 119:5, pages 2623-2637.
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Savely G. Karshenboim & Vladimir G. Ivanov. (2003) The g factor of the proton. Physics Letters B 566:1-2, pages 27-34.
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S G Karshenboim & V G Ivanov. (2002) The g factor in a light two-body atomic system: a determination of fundamental constants to test QED . Canadian Journal of Physics 80:11, pages 1305-1312.
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Radosław Szmytkowski. (2002) Larmor diamagnetism and Van Vleck paramagnetism in relativistic quantum theory: The Gordon decomposition approach. Physical Review A 65:3.
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