Results 311 to 320 of about 691,938 (340)

Anisotropic Heat Conduction With Mixed Boundary Conditions

Journal of Heat Transfer, 1984
Etablissement de la fonction de Green de la conduction thermique anisotrope dans des domaines bidimensionnels de formes generales avec des conditions aux limites mixtes.
S. C. Huang, Y. P. Chang
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A variational inequality with mixed boundary conditions

Israel Journal of Mathematics, 1972
In this paper we study a variational inequality for a second order uniformly elliptic operator on a bounded domain, the solution of which is required to lie above a given obstacle and to assume assigned values on a part of the boundary of the domain. We are mainly concerned with the regularity of the solution in relation to the regularity of the data.
MURTHY, VENKATESHA MATHODU, STAMPACCHIA G.   +1 more
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Laplace Equation with Mixed Boundary Conditions

2017
So far, we have said almost nothing about the basic Dirichlet and Neumann boundary-value problems for equations of elliptic type, apart from the strong ellipticity example of Sect. 8.6.
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Heat kernel asymptotics for mixed boundary conditions

Classical and Quantum Gravity, 1992
The author derives an asymptotic expansion for the heat kernel corresponding to a second-order elliptic differential operator acting on fields over manifolds with boundary for mixed boundary conditions.
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Mixed Boundary Conditions in Heat Conduction

2010
In mixed boundary value (MBV) problems, the nature of the boundary condition can change along a particular boundary (finite, semi-infinite or infinite in length), say from a Dirichlet condition to a Neumann condition. Most MBV problems are solved using classical techniques such as separation of variables (domain of limited extent) or transform methods (
DE MONTE, FILIPPO, BECK JAMES V.
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Mixed boundary conditions in quantum field theory

Journal of Mathematical Physics, 1991
When quantum field theory is formulated in terms of transition amplitudes between initial and final configurations, it is important to impose mathematically consistent boundary conditions on the fields. The choice of boundary conditions is also important when dealing with elliptic complexes and index theorems on bounded manifolds.
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Interpolation by splines satisfying mixed boundary conditions

Israel Journal of Mathematics, 1974
We consider interpolation of Hermite data by splines of degreen withk given knots, satisfying boundary conditions which may involve derivatives at both end points (e.g., a periodicity condition). It is shown that, for a certain class of boundary conditions, a necessary and sufficient condition for the existence of a unique solution is that the data ...
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Organic mixed conductors for bioinspired electronics

Nature Reviews Materials, 2023
Paschalis Gkoupidenis, Francesca Santoro, Simone Fabiano   +2 more
exaly  

The Elastic Strip Under Mixed Boundary Conditions

Journal of Applied Mechanics, 1964
Theocaris, P. S., Dafermos, K.
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Molecular Design Strategies toward Improvement of Charge Injection and Ionic Conduction in Organic Mixed Ionic–Electronic Conductors for Organic Electrochemical Transistors

Chemical Reviews, 2022
Nadzeya A Kukhta, Adam Marks, Christine K Luscombe   +2 more
exaly