Hélène Bolvin

Hélène Bolvin


Research Focus & Metrics

Academic Career Length

35Years (1992-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 June 1992 in Journal of the American Chemical Society
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Journal Article
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JRJosé A. Real
José A. Real
Hélène BolvinHélène Bolvin
Hélène Bolvin
ABAzzedine Bousseksou
Azzedine Bousseksou
ADAry Dworkin
Ary Dworkin
OKOlivier Kahn
Olivier Kahn
JZJacqueline Zarembowitch
Jacqueline Zarembowitch

30 June 2006 in Chemphyschem
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Journal Article
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Hélène BolvinHélène Bolvin
Hélène Bolvin

7 May 2015 in Chemical Science
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Journal Article
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CCChun Y. Chow
Chun Y. Chow
Hélène BolvinHélène Bolvin
Hélène Bolvin
VCVictoria E. Campbell
Victoria E. Campbell
RGRégis Guillot
Régis Guillot
JKJeff W. Kampf
Jeff W. Kampf
Talal MallahTalal Mallah
Talal Mallah
Two relaxation processes of the magnetization in an antiferromagnetically coupled Dy 2 metallacrown-based complex.

21 May 2014 in Chemistry – A European Journal
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Journal Article
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FGFrédéric Gendron
Frédéric Gendron
DPDayán Páez‐Hernández
Dayán Páez‐Hernández
FNFrançois‐Paul Notter
François‐Paul Notter
BPBen Pritchard
Ben Pritchard
Hélène BolvinHélène Bolvin
Hélène Bolvin
JAJochen Autschbach
Jochen Autschbach

30 July 2012 in Dalton Transactions
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Journal Article
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JCJoana Coutinho
Joana Coutinho
MAMaria A. Antunes
Maria A. Antunes
LPLaura C. J. Pereira
Laura C. J. Pereira
Hélène BolvinHélène Bolvin
Hélène Bolvin
Joaquim MarçaloJoaquim Marçalo
Joaquim Marçalo
MAManuel Almeida
Manuel Almeida
[U(TpMe2)2I] exhibits at low temperatures single molecule magnet (SMM) behaviour comparable to its bipyridine derivative and related single ion U(III) complexes recently reported as SMMs. The trend of variation of the energy barrier for the magnetic relaxation in these compounds is well reproduced by quantum chemistry calculations.

16 July 2008 in Physical Review Letters
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Journal Article
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LCLiviu F. Chibotaru
Liviu F. Chibotaru
ACA. Ceulemans
A. Ceulemans
Hélène BolvinHélène Bolvin
Hélène Bolvin
It has been widely accepted in the past that the g tensor describing the Zeeman splitting of a Kramers doublet is not uniquely defined. Here we show that with two basic requirements, (i) the invariance of the Zeeman Hamiltonian under symmetry transformations and (ii) its continuous change with the variations of the parameters of the system (geometry and crystal field), a unique determination of the elements of the g tensor is achieved.