Approach to equilibrium for a collisionless system
Computerized simulation of collisionless plasma evolution
Hohl, F.↗
Engineering topics
Hohl, F.
Publications and source records attributed to Hohl, F..
Statistical mechanics of a collisionless self- gravitating system.
Computer experiments with one dimensional model, determining self gravitating system approach to Lynden-Bell distribution
Campbell, J. W.↗
Dynamics of a one-dimensional plasma sheath
Dynamics of bounded one dimensional plasma sheath
Hohl, F.↗
Theory and results on collective and collisional effects for a one-dimensional self-gravitating system
Mathematical model for computing equilibrium properties of one dimensional self-gravitating stellar system
Hohl, F.↗
Computer Simulation of the Evolution of Spiral Galaxies
Computerized simulation of evolution of spiral galaxies
Hohl, F.↗
A variational principle for a one-dimensional stellar system.
Hohl-Feix minimum energy principle extended to arbitrary distribution functions for computer experiments on stellar systems
Feix, M. R.↗
Gravitational experiments with a collisionless two-dimensional computer model
Two dimensional computer model for collisionless self gravitating galactic system with gravitational field obtained from Poisson equation
Hohl, F.↗
Computer solutions of the gravitational n-body problem.
Computer study of collisionless self gravitating system using two dimensional model, obtaining gravitational field by solving Poisson equation
Hohl, F.↗
Numerical experiments on one-dimensional stellar models
Computer models of one dimensional stellar problems, discussing fast relaxation of unsteady state to Fermi-Dirac distribution and slow relaxation to thermal equilibrium
Feix, M. R.↗
Thermalization effects in a one-dimensional self-gravitating system.
Computer program for thermalization effects for small number of stars system using one dimensional sheet model
Broaddus, D. T.↗
Effects of axial gradients of velocity and magnetic field, electrode stagger, and ion slip on parameters in MHD accelerators
Numerical analysis of electric current and potential distributions in linear Faraday plasma accelerators
Hohl, F.↗
Numerical experiments with a one-dimensional model for a self-gravitating star system.
One-dimensional model of stellar system evolution, using computer to calculate minimum energy configuration
ENERGY DISTRIBUTION↗
One-dimensional and two-dimensional models to study the evolution of stellar systems
Stability of stationary distribution function, and gravitational effects on galactic structure
STELLAR SYSTEMS↗
Electric potentials, forces, and torques on bodies moving through rarefied plasmas.
Electrodynamic forces and torques on charged bodies moving through rarefied and partially ionized earth magnetosphere and upper atmosphere
PARTICLE MOTION↗
Computer solutions of the gravitational N-body problem
Computer solutions of gravitational N-body problem
Hohl, F.↗
A one-dimensional model to study collective effects in stellar dynamics.
Metaequilibrium state of one-dimensional star gas computed for interesting initial conditions corresponds to minimum energy configuration
STELLAR STRUCTURE↗
The electromagnetic torques on spherical earth satellites in a rarefied partially ionized atmosphere
Electromagnetic field effects on rotation rate of satellite in polar orbit - Echo II
POLAR ORBIT↗
Electric potentials, forces and torques on bodies moving through rarefied plasmas.
Electrodynamic forces and torques on charged Echo II moving through rarefied ionized upper atmosphere and magnetic field of Earth
SATELLITE PERTURBATION↗