Evaluation of Higher‐Order Quadrature Schemes in Improving Computational Efficiency for Orientation‐Averaged Single‐Scattering Properties of Nonspherical Ice Particles
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Ines Fenni↗
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Influence of space-flight factors on heredity and development in actinomycetes and higher-order plants
Influence of space flight factors on heredity & development in actinomycetes and plants
ACTINOMYCETES↗
Asymptotic fixed points theorems and periodic systems of functional-differential equations correlation function calculation of higher order corrections to the lattice thermal conductivity
Asymptotic fixed point theorems and periodic systems of functional-differential equations
DIFFERENTIAL EQUATION↗
Higher-order Stationary Phase Approximations in Semiclassical Scattering
Stationary phase approximations on differential cross section expansion for elastic particle scattering mechanics
THEORETICAL PHYSICS↗
Synthesis of higher order hydrocarbons on hot tungsten filaments
Quadrupole mass spectrometer for determining relationship between partial pressures and filament temperature in synthesis of hydrocarbons
PARTIAL PRESSURE↗
Higher Order Behavior in the Boltzmann Expansion of the Bogoliubov-Born-Green- Kirkwood-Yvon Hierarchy
Equations governing divergent many-body behavior within BBGKY hierarchy in Boltzmann approximation for cut-off potentials, noting nondivergent nature of solutions
BOGOLIUBOV THEORY↗
The higher order theory of supercavitating cascades with constant pressure cambered blades
Solution for nonlinear problem supercavitating, constant pressure cambered cascades with finite cavities
Yim, B.↗
Higher-order-mode effects on the aperture admittance of a rectangular waveguide covered with dielectric and plasma slabs
Fourier integration of electrical impedance expressions for nonlossy dielectric and lossy plamas
Cockrell, C. R.↗
Higher order approximations in the theory of longitudinal plasma oscillations.
Longitudinal plasma oscillations, approximating electric field and distribution function
Axford, W. I.↗
Controllability of higher order linear systems.
Dynamical system with time evolution described by second order linear differential equation in complex Banach space, discussing controllability
Fattorini, H. O.↗
A higher-order language for describing microprogrammed computers
Sequential language for describing microprogram controlled computers
Chu, Y.↗
Calculations of higher order collision integrals for use in the determination of transport coefficients of high temperature gases Final report
Viscosity and thermal conductivity of atomic hydrogen
Smith, F. J.↗
Finite difference forms containing derivatives of higher order.
Stability and error bounds in numerical integration of ordinary differential equations, determining highest possible degree of stable finite difference form
Reimer, M.↗
Higher order resonances in a magnetoplasma.
Resonant perturbation response of Vlasov magnetoplasma to source below electron gyrofrequency, explaining fractional resonances in Alouette 2 topside data
Chen, C. S.↗
Higher order resonances in a plasma.
Plasma resonances driven into nonlinear regime, using models of cold plasma driven by wave source and unmagnetized Vlasov plasma by two grid source
Chen, C. S.↗
Attenuation of plane wave and higher order mode sound propagation in lined ducts
Perturbation method to obtain analytical expressions for attenuation of plane wave sound propagation in lined ducts
Doak, P. E.↗
Higher order approximations in the theory of longitudinal plasma oscillations. II
Small amplitude nonlinear longitudinal plasma oscillations perturbation analysis, discussing Landau damping, monochromatic wave evolution and independent variable expansion
Axford, W. I.↗
Some higher order analyses of earth and lunar orbiters
The accurate modelling of the translational behavior of a drag-free satellite in an almost circular near-earth orbit is investigated. All short and long period position fluctuations in the satellite's coordinates down to 1 m are determined. The general zonal and tesseral harmonic effects are considered as well as lunar and solar effects. A noncanonical approach is followed. A mean orbital plane is chosen so that no short period out-of-plane fluctuations greater than second order occur. Short period radial and cross-track fluctuations and in-track fluctuations are computed. Long period and secular rates of the mean elements which define the slowly varying plane of reference are determined to third order in the small quantities. The equations of motion are integrated analytically away from critical inclination and tesseral resonance. The resonant situation of a sun-synchronous orbit is discussed as a special case. The long-period behavior of a lunar orbiter is also considered, including the effects due to the inclination of the earth's apparent orbit about the moon and those described by Cassini laws on the equations of motion. Both resonant and nonresonant low orbits, and high orbits are discussed.
Dasenbrock, R. R.↗