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Volumn 181, Issue 8, 2010, Pages 1471-1475
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Heuristic computation of the rovibrational G matrix in optimized molecule-fixed axes. Gmat 2.1
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Author keywords
Optimal Euler angles; Rotation matrix; Rovibrational G matrix; Unambiguous molecule fixed axes
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Indexed keywords
CAMBRIDGE;
CAMBRIDGE UNIVERSITY;
CATALOGUE IDENTIFIERS;
COMPUTATIONAL GRIDS;
COMPUTER CLUSTERS;
COUPLING ELEMENT;
DISTRIBUTED PROGRAM;
EULER ANGLES;
G MATRICES;
GLOBAL MINIMA;
GLOBAL SEARCH;
HEURISTIC GLOBAL OPTIMIZATION;
HYBRID METHOD;
IRELAND;
MOLECULAR CONFIGURATIONS;
NUCLEAR COORDINATES;
OPERATING SYSTEMS;
OPTIMAL SELECTION;
POTENTIAL ENERGY HYPER SURFACES;
PRINCIPAL AXES;
PROGRAMMING LANGUAGE;
PURE-ROTATION;
REFERENCE FRAME;
ROTATION MATRICES;
ROTATIONAL KINETICS;
ROVIBRATIONAL G MATRIX;
ROVIBRATIONAL HAMILTONIANS;
RUNNING TIME;
SCIENTIFIC COMPUTING;
SOLUTION METHODS;
TEST DATA;
VIBRATIONAL HAMILTONIAN;
ANNEALING;
ARTS COMPUTING;
COMPUTATIONAL METHODS;
COST FUNCTIONS;
COSTS;
GLOBAL OPTIMIZATION;
GRID COMPUTING;
HAMILTONIANS;
HEURISTIC ALGORITHMS;
LIBRARIES;
MATRIX ALGEBRA;
MOLECULAR ORIENTATION;
NICKEL COMPOUNDS;
PRESSES (MACHINE TOOLS);
ROTATION;
TEST FACILITIES;
TOOLS;
WINDOWS OPERATING SYSTEM;
SIMULATED ANNEALING;
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EID: 77953129167
PISSN: 00104655
EISSN: None
Source Type: Journal
DOI: 10.1016/j.cpc.2010.04.016 Document Type: Article |
Times cited : (3)
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References (12)
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