Code-Verification Techniques for the Method-of-Moments Implementation of the Electric-Field Integral Equation.
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Freno, Brian↗
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Code-Verification Techniques for Integral Equations
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Freno, Brian Andrew↗
Code-Verification Techniques for the Method-of-Moments Implementation of the Magnetic-Field Integral Equation
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Freno, Brian Andrew↗
Code-Verification Techniques for the Method-of-Moments Implementation of the Magnetic-Field Integral Equation
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Freno, Brian Andrew↗
An integral equation approach to the plasma self consistent field problem
Problem of collisionless, fully ionized single component plasma treated by means of Green function
PLASMA PERTURBATION↗
A note on Volterra integral equations and topological dynamics
Topological dynamics theory applied to nonlinear Volterra equations
Miller, R. K.↗
Fourier transforms, generalized functions and two classes of integral equations. I.
Fundamental space phi and Fourier transformed function space psi
Pao, Y.-P.↗
A nonlinear integral equation of the abel type arising from the theory of adsorption kinetics semiannual progress report, 31 dec. 1967
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Pellicciaro, E. J.↗
An integral-equation solution for TE radiation and scattering from conducting cylinders
The piecewise-sinusoidal reaction technique is applied to low frequency radiation and scattering from noncircular cylinders with perfect or imperfect conductivity. This report presents the theory, computer programs and numerical results for these two-dimensional problems with the TE polarization.
Richmond, J. H.↗
On the noniterative solution of integral equations for scattering of electromagnetic waves.
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Kouri, D. J.↗
Theory and methods related to the singular-function expansion and Landweber's iteration for integral equations of the first kind
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Strand, O. N.↗
Numerical solution of a nonlinear integral equation by the use of step functions. III - Continuous solutions
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Yoshikawa, K. K.↗
Anisotropic scattering in inhomogeneous media. I - A new representation formula for the solution of the auxiliary integral equation for the source function
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Fymat, A. L.↗
A program for the solution of integral equations
The program, first written in REDUCE, was implemented in MACSYMA with several additional techniques which are explained. By utilizing many methods, the program can obtain closed-form and series solutions to a large class of linear and nonlinear problems. One of the techniques developed, reduction to a differential equation, has not previously appeared in the literature in the general form described.
Bogen, R. A.↗
The resolvent of singular integral equations
The investigation reported is concerned with the construction of the resolvent for any given kernel function. In problems with ill-behaved inhomogeneous terms as, for instance, in the aerodynamic problem of flow over a flapped airfoil, direct numerical methods become very difficult. A description is presented of a solution method by resolvent which can be employed in such problems.
Williams, M. H.↗
The inversion of singular integral equations by expansion in Jacobi polynomials
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Williams, M. H.↗
Application of multigrid methods for integral equations to two problems from fluid dynamics
Multigrid methods were applied to fluid dynamic problems. The problems include calculation of potential flow around airfoils and oscillating disk flow. It is shown that in both cases the multigrid methods are sufficient to obtain an approximate solution while reducing the computational work.
Schippers, H.↗
Laser speckle interferometry and boundary integral equation techniques in experimental stress analysis
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Moslehy, F. A.↗