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Mixed Metal Amide-Hydride Solid Solutions for Potential Energy Storage Applications. [PDF]

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Potential energy functions

Current Opinion in Structural Biology, 1995
When energy is a critical quantity, accurate biomolecular simulations rest in substantial part on accurate potential energy functions (force fields). Improvements in methodology for determining parameters--particularly, in the systematic use of computational data obtained from quantum chemical calculations--and enhancements in functional form are ...
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Potential Energy and Free Energy Landscapes

The Journal of Physical Chemistry B, 2006
Familiar concepts for small molecules may require reinterpretation for larger systems. For example, rearrangements between geometrical isomers are usually considered in terms of transitions between the corresponding local minima on the underlying potential energy surface, V.
David J, Wales, Tetyana V, Bogdan
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Mapping potential energy surfaces

The Journal of Chemical Physics, 2004
A recently proposed dynamical method [A. Laio and M. Parrinello, Proc. Natl. Acad. Sci. U.S.A. 99, 12562 (2002)] allows us to globally sample the free energy surface. This approach uses a coarse-grained non-Markovian dynamics to bias microscopic atomic trajectories.
Yudong, Wu   +2 more
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Energy Potential Mapping for Energy-Producing Neighborhoods

International Journal of Sustainable Building Technology and Urban Development, 2011
Over the past five years, the method of energy potential mapping (EPM) has evolved from a cartoonish charting of climatic features with energy consequences to a detailed methodology for the development of spatial plans based on energy-effective foundations.
van den Dobbelsteen, A.   +2 more
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Potential energy surfaces

Journal of Chemical Education, 1987
It appears that it is not generally recognized that all molecules with the same molecular formula represent local minima on a single PE surface.
C. E. Moore, Allan Banks, H. H. Jaffe
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High-Energy Potential Scattering

Physical Review, 1957
Asymptotically in the limit of high energies, successive approximations arc obtained for the problem of potential scattering where the total phase shift through the potential is not small. Only the Schrodinger wave equation is treated. The method consists of first applying the stationary-phase approximation to the integral equation and then solving the
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