MATHEMATICS OF DIFFUSION-CONTROLLED PRECIPITATION IN THE PRESENCE OF HOMOGENEOUSLY DISTRIBUTED SOURCES AND SINKS
Mathematics of diffusion-controlled precipitation, homogeneously distributed sources and sinks
DIFFUSION↗
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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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MATHEMATICAL ANALYSIS FOR THE ORIENTATION AND CONTROL OF THE ORBITING ASTRONOMICAL OBSERVATORY SATELLITE
Mathematical analysis for orientation and control of orbiting astronomical observatory
OAO↗
A MATHEMATICAL TREATMENT OF THE PROBLEM OF DETERMINING THE EIGENVALUES ASSOCIATED WITH A PARTITION FUNCTION OF AN ATOM IN THE INTERIOR OF A PLASMA
Eigenvalues associated with partition function of atoms in interior of plasmas - mathematical treatment of ionization
IONIZATION↗
Mathematical developments concerning the general theory of terrestrial magnetism
Mathematical statistics of terrestrial magnetism
GEOMAGNETISM↗
A mathematical method to determine the attitude of a sphere
Mathematical method to determine sphere attitude for application in spacecraft attitude simulators supported on spherical gas bearings
GAS BEARING↗
Mathematical computations for the automatic picture transmission system-tiros viii
Mathematical computations for automatic picture transmission system - TIROS VIII
PICTURE↗
Mathematical Optimization Techniques
The papers collected in this volume were presented at the Symposium on Mathematical Optimization Techniques held in the Santa Monica Civic Auditorium, Santa Monica, California, on October 18-20, 1960. The objective of the symposium was to bring together, for the purpose of mutual education, mathematicians, scientists, and engineers interested in modern optimization techniques. Some 250 persons attended. The techniques discussed included recent developments in linear, integer, convex, and dynamic programming as well as the variational processes surrounding optimal guidance, flight trajectories, statistical decisions, structural configurations, and adaptive control systems. The symposium was sponsored jointly by the University of California, with assistance from the National Science Foundation, the Office of Naval Research, the National Aeronautics and Space Administration, and The RAND Corporation, through Air Force Project RAND.
Bellman, R.↗
Research Achievements Review Series no. 20 - Mathematics and computation research
Computational mathematics, perturbed orbit three-body problem, and periodic trajectories solutions through computer methods
COMPUTER PROGRAMMING↗
Research in computational mathematics and languages
Computational mathematics, random process analysis and multipurpose language standardization
LANGUAGE PROGRAMMING↗
A mathematical model for the otoliths and its implications on human spatial orientation.
Mathematical model for otolithic organs used to analyze human spatial orientation
OTOLITH↗
Mathematical simulation of solar-thermionic energy conversion systems.
Solar-thermionic energy conversion system design using mathematical simulation relating characteristics of solar collector and cavity absorber
SOLAR CONVERTER↗
Mathematical relation predicts achievable densities of compacted particles
Series of mathematical relationships predicts compact densities of spherical shapes in a cylinder as a function of particle dimension, and compact density of angular shapes as a function of particle shape and absolute size.
Ayer, J. E.↗
On the mathematical theory of a galaxy of stars.
Principal mechanism of galactic structure based on stellar dynamics principles, discussing spiral pattern in presence of rotation and mathematical theory
STELLAR STRUCTURE↗
Human perception of linear motion - A mathematical model of the otoliths.
Mathematical model for otolithic organs used to analyze human spatial orientation
MOTION PERCEPTION↗
Linear systems of equations solved using mathematical algorithms
New mathematical algorithm solves linear systems of equations, AX equals B, and preserves the integer properties of the coefficients. The algorithms presented can also be used for the efficient evaluation of determinates and their leading minors.
Bareiss, E. H.↗
A mathematical study of the electron decay in diffusion and recombination controlled afterglows - Annals of physics
Mathematical solution for electron continuity equation in decaying plasma afterglow
Biondi, M. A.↗
Mathematical wind profiles
Augmented Fourier polynomials for mathematical representation of vertical profiles for horizontal wind velocities
Abrahams, G. E.↗
The mathematical and numerical analysis associated with optimal guidance concepts
Mathematical and numerical analysis by spacecraft computers for optimal guidance
Ingram, H.↗