Gaussian Process Regression constrained by Boundary Value Problems
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Gulian, Mamikon↗
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Results for “boundary value problems”
Search indexed NASA NTRS and DOE OSTI research on propulsion, heat transfer, battery materials and energy systems. Follow report and document links to the original sources.
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A parameter dependent spacecraft guidance boundary value problem
Spacecraft trajectory initial conditions expressions as parameters dependent functions, applying results to Mars lander mission
Cefola, P. J.↗
Use of Green's functions in the numerical solution of two-point boundary value problems Final report, 1 Apr. 1970 - 31 Mar. 1971
Green function in solving linear and nonlinear second order ordinary differential equations including examples in finding rendezvous and periodic orbits of restricted three body system
Gallaher, L. J.↗
An existence theorem for linear boundary value problems.
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George, J. H.↗
Sensitivity of the numerical analysis of the three-fluid plasma mixed initial-boundary value problem.
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Johnson, B. H.↗
A globally converging secant method with applications to boundary value problems
This paper presents a new algorithm for solving systems of nonlinear equations, which combines elements of the method of local variations with a sequential secant method. The new algorithm converges superlinearly and its convergence does not depend upon a good initial guess at a solution.
Polak, E.↗
Rates of convergence of approximate solutions of parabolic initial-boundary value problems
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Caldwell, C. S.↗
A high-order finite-difference method for the solution of two-point boundary-value problems on a uniform mesh
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Shoosmith, J. N.↗
Convergence estimates for a locally one-dimensional finite difference scheme for parabolic initial-boundary value problems
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Caldwell, C. S.↗
Stability of two-dimensional initial boundary value problems using leap-frog type schemes
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Abarbanel, S.↗
Stability theory of difference approximations for multidimensional initial boundary value problems
An attempt is made to generalize results for arbitrary multidimensional difference schemes. Severe obstacles are encountered, however, for dissipative difference schemes the problem may be resolved.
Michelson, D.↗
Stability of two-dimensional hyperbolic initial boundary value problems for explicit and implicit schemes
Previously announced in STAR as N81-33867
Abarbanel, S. S.↗
The Dufort-Frankel Chebyshev method for parabolic initial boundary value problems
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Gottlieb, D.↗
Constructive existence and uniqueness for two-point boundary-value problems with a linear gradient term
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Pennline, J. A.↗
Tables of characteristic functions for solving boundary-value problems of the wave equation with application to supersonic interference
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Nielsen, Jack N↗
The application of Green's theorem to the solution of boundary-value problems in linearized supersonic wing theory
Following the introduction of the linearized partial differential equation for nonsteady three-dimensional compressible flow, general methods of solution are given for the two and three-dimensional steady-state and two-dimensional unsteady-state equations. It is also pointed out that, in the absence of thickness effects, linear theory yields solutions consistent with the assumptions made when applied to lifting-surface problems for swept-back plan forms at sonic speeds. The solutions of the particular equations are determined in all cases by means of Green's theorem, and thus depend on the use of Green's equivalent layer of sources, sinks, and doublets. Improper integrals in the supersonic theory are treated by means of Hadamard's "finite part" technique.
Heaslet, Max A↗
Least-Squares Solutions of Eighth-Order Boundary Value Problems Using the Theory of Functional Connections
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Hunter Johnston↗
General Group-theoretic Transformations from Boundary Value to Initial Value Problems
Contact transformation groups for transforming boundary value problems to initial value problems by differential equations
Hansen, A. G.↗