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On Velocity Potentials and Stress Functions

ZAMM - Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik, 1978
AbstractBy using a variational principle which is complementary to Hamilton's Principle, and by introducing new stress functions, the domain of application of stress functions has been extended to problems of elastodynamics. The Euler‐Lagrange equations associated with the new stress functions emerge as additional compatibility conditions involving the
Dost S., Tabarrok B.
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The Potential Function of the Water Molecule

The Journal of Chemical Physics, 1937
For use with frequencies corrected for anharmonicity the energy of a molecule is expressed by a complete quadratic form. Reduction of the force constants in Cartesian coordinates to an independent set by relations due to symmetry and mutual forces is carried out by a systematic matrix method which is particularly useful in correcting for anharmonicity ...
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On the Green’s function of potential scattering

Il Nuovo Cimento, 1963
The Green’s function in some potential scattering problems of spherical symmetry is written as an integral of the product of the Green’s functionsG a corresponding to the angular variables andG r corresponding to the radial variables. The integration is carried along a suitable lineC in the plane of complex angular momentum. If C surrounds the spectrum
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Potential Function for Phosphorus Trichloride

The Journal of Chemical Physics, 1967
Separate sets of force constants for phosphorus trichloride were determined using supplemental molecular information to constrain the general force fields compatible with the vibrational frequencies. The Coriolis zeta constant for the ν4 mode, the centrifugal distortion parameters, and the mean vibrational amplitudes provided convenient sources of ...
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Convex MRF potential functions

Proceedings., International Conference on Image Processing, 2002
A general definition of convex potential functions is given for discontinuity-preserving MRF restoration models. This gives a class of Bayesian (image) MRF models which satisfy several desirable analytical and computational properties for regularization of ill-posed problems.
Stan Z. Li, Y. H. Huang, J. S. Fu
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B-Potentials of Hölder Functions

Journal of Mathematical Sciences, 2016
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Lyakhov, L. N., Lapshina, Marina G.
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Potential functions of HKT spaces

Classical and Quantum Gravity, 2001
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Poon, Y.S., Swann, A.F.
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Wave Functions in a Periodic Potential

Physical Review, 1937
A new method for approximating the solutions of the problem of the motion of an electron in a periodic potential, as a crystal lattice, is suggested. The potential is supposed to be spherically symmetrical within spheres surrounding the atoms, constant outside.
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Financial Payoff Functions and Potentials

2015
This paper attempts to argue that when considering a financial payoff function as a potential, one can begin to model how ‘private’ information is. Private information is probably best understood by juxtaposing it against the concept of ‘public’ information, i.e. information which is widely available via various freely accessible media platforms.
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Potential functions for hydrogen bond interactions II. Formulation of an empirical potential function

Biochimica et Biophysica Acta (BBA) - Protein Structure, 1970
Abstract This part describes the method of testing against the observed distribution of the parameters R, the N⋯O distance, and θ, the angle NH⋯O, of the modified Lippincott-Schroeder potential function discussed in Part I (ref. 1) and gives details of the test and the values of the discrepancy indices for a variety of conditions.
R, Balasubramanian   +2 more
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