Discontinuous flows and free streamline solutions for axisymmetric bodies at zero and small angles of attack
Integral equations to calculate free streamline flow behind axisymmetric bodies at zero and small angles of attack
Struck, H. G.↗
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On the singularity method of subsonic lifting- surface theory
Subsonic lifting surface theory including leading edge, discussing singularities in solution of integral equation for determination of aerodynamic properties
Wagner, S.↗
Numerical solutions in three dimensional elastostatics
Three dimensional elastostatics problems solution method using singular integral equations solvable numerically for surface tractions and displacements of fully mixed boundary value problem
Cruse, T. A.↗
Storage requirements for information handling centers
Stochastic model of information handling centers as typified by document storage and retrieval derived for integral equation to determine expected primary store size
Gurk, H. M.↗
Theory of radiative transfer in inhomogeneous atmospheres. IV - Application of the matrix perturbation method to a semi-infinite atmosphere
Polarized radiation transfer through inhomogeneous semiinfinite atmosphere by matrix perturbation method, giving nonlinear singular integral equation
Abhyankar, K. D.↗
Crossflow effects on compressible turbulent boundary layer over bodies of revolution
Compressible turbulent boundary layer with adverse pressure gradients and crossflow over revolving bodies, integrating numerically three dimensional compressible integral equations
Calarese, W.↗
Temperature distribution in shadowed lunar craters
Temperature distribution in shadowed lunar craters formulated in Fredholm integral equations, showing constant temperature and correction for soil thermal inertia
Adorjan, A. S.↗
Modal decomposition of aperture fields in detection and estimation of incoherent objects
Aperture field modal decomposition of optical system in terms of integral equation eigenfunctions during detection and estimation of incoherent objects
Helstrom, C. W.↗
Cutouts in shallow shells
Coupled integral equations for cutouts in shallow shells
Sanders, J. L., Jr.↗
A bound for the spectral radius of a matrix
Complex matrix eigenvalues bound derivation by constructing integral equation with degenerate kernel
Sloss, J. M.↗
The stability of motion in a periodic cubic force field
Motion stability in periodic cubic force field, using nonliner differential equation integration with time periodic square wave function and Jacobian table
Bartlett, J. H.↗
An approximate method for predicting annulus inlet turbulent flow development characteristics
Newtonian fluid turbulent flow development characteristics in inlet region of smooth concentric annulus from momentum integral equations
Bathie, W. W.↗
Non-symmetrical two dimensional scattering program
Computer program, 2DSCAT, solves integral equation for currents induced by electric or magnetic plane wave incident upon one or more conducting cylinders. Subroutine, FIELD, assumes that an incident wave is perpendicular to the cylindrical surface. Restrictions on this program are given.
Hatfield, J.↗
Symmetrical two dimensional scattering program
Computer program solves integral equation for currents induced by electric or magnetic plane wave incident upon one or more conducting cylinders with a midplane of symmetry. Program utilizes symmetry of the geometry. Restrictions on the program are given.
Hatfield, J.↗
Numerical methods of integration applied in the nonlinear dynamic analysis of shells of revolution
Evaluating methods of numerically integrating equations of motion for nonlinear dynamic analyses of shells of revolution by matrix displacement method
Stricklin, J. A.↗
FORTRAN 4 program for studying ion polar molecule collisions
Computer programs for integrating equations of motion of ion-polar-molecule collisions
Canright, R. B., Jr.↗
A computer program to determine radiating, nonadiabatic, inviscid flow over a blunt body by the method of integral relations
Computer program for determining radiating nonadiabatic inviscid flow over blunt body by integral equations
Taylor, F. W.↗
Self-consistent Green's-function approach to the electron-gas problem
Electron gas problem in metal physics by self consistent Green function formalism, presenting momentum-space Feynman rules and integral equations derivation
Zmuidzinas, J. S.↗