Higher order approximations in the theory of longitudinal plasma oscillations.
Longitudinal plasma oscillations, approximating electric field and distribution function
Axford, W. I.↗
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Results for “Distribution function”
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Inverse velocity space spectra and kinetic equations.
Inverse velocity space spectra as alternate to velocity distribution functions for statistical description of particle collections
Diament, P.↗
One-dimensional static pinch solutions.
Quasi-neutral one dimensional static pinch solutions for distribution functions with two perpendicular temperatures
Lam, S. H.↗
Kinetic theory of dense fluid mixtures. III.
Doublet distribution functions for binary dense fluid mixtures by solving Rice-Allnatt equations, deriving expressions for transport coefficients of mixtures
Davis, H. T.↗
On the Cauchy problem of the relativistic Boltzmann equation.
Cauchy problem for relativistic Boltzmann equation, discussing initial distribution function and scattering cross section
Bichteler, K.↗
Fluctuations of energy loss by heavy charged particles in thin absorbers.
Heavy charged particle energy loss fluctuations and distribution functions for ionization and atomic excitation collisions in thin absorbers
Maccabee, H. D.↗
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.↗
On the structure of the BBGKY hierarchy for a Boltzmann gas.
Spatially uniform Boltzmann gas evolution in time without initial correlations, discussing BBGKY hierarchy structure, velocity and particle distribution functions
Frieman, E. A.↗
Ion velocity distributions in a partially ionized plasma.
Steady state ion velocity distribution functions for partially ionized gas not in thermal equilibrium, noting small distortion
Banks, P. M.↗
Asymptotic electric microfield distributions in low-frequency component plasmas.
LF component plasmas neutral point and charged point electric microfield distribution functions calculated by collective coordinate technique
Hooper, C. F., Jr.↗
Surface effects on the structure of a collisionless sheath near an electrode.
Surface effects on collisionless sheath structure near electrode, assuming Maxwellian distribution functions and stability dependent on accommodation coefficient value
Hassan, H. A.↗
Radiative source-function predictions for finite and semi-infinite non-conservative atmospheres.
Probabilistic method to predict source-function distributions for radiative transfer in nonconservative atmospheres
Heaslet, M. A.↗
Random band models with lines of pure Doppler shape.
Random band models with lines of pure Doppler shape, determining curves of growth for several irradiance distribution functions
Malkmus, W.↗
Comments on ion microfield distributions as used in plasma line broadening theories.
Extended ion microfield distribution function for improved transition region line shapes in plasma line broadening theories
Hooper, C. F., Jr.↗
Nonlinear interactions of electromagnetic waves with a thermally generated cesium plasma.
The interaction of a large‐amplitude disturbing wave with a thermally generated, highly ionized cesium plasma has been investigated using a small‐amplitude sensing wave as a probe. The subsequent interaction between the disturbing and sensing waves is related to the plasma electron temperature. The plasma was contained in a magnetic field of 500–1000 G and had an electron plasma frequency near 10 GHz and an electron gyromagnetic frequency around 2 GHz. The sensing wave was a 10 GHz plane wave of approximately 1.5 mW input power and the disturbing wave was 7.5 GHz plane wave of about 1.2 W peak power. Measurements of the sensing‐wave transmitted power were made using standard microwave techniques. A notch filter in the sensing‐wave receiving circuit reduced the scattered disturbing‐wave interference to an immeasurably low level. Langmuir probes were used to detect disturbing‐wave modulation and to measure plasma temperatures and densities. Measurements of the interaction were correlated with a solution of the Boltzmann transport equation for a perturbed Maxwellian distribution function with binary Coulomb collisions.
Jack G Hewitt, Jr↗
Fluctuations in monatomic gases
Distribution function autocorrelations for dilute monatomic gas
Montgomery, D.↗
Analysis of cross-polarized components of radar reflection data.
Graphical method for plotting contours of Rice distribution function as rocket-borne radar reflection data, determining leakage factor
Basore, B. L.↗
The distribution of FM-discriminator click widths.
FM discriminator click widths probability distribution function, defining click widths duration from input noise considerations
Lob, W. H.↗