Scattering amplitude for multipole mixtures in the Moessbauer effect.
Scattering amplitude for multipole mixtures in Mossbauer effect determined, from which can be derived absorption cross section and complex refractive index
SCATTERING AMPLITUDE↗
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Results for “Scattering Amplitudes”
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Classical and quantal scattering. i - the classical action.
Spherically symmetrical classical scattering theory shows dependence on phase shift through appearance in quantal formulas for scattering amplitude and total cross section
MOLECULAR THEORY↗
Quantum-mechanical kinetic theory of loaded spheres.
Quantum mechanical calculation of transport coefficients of gas of loaded spheres, obtaining scattering amplitudes and cross sections
TRANSPORT COEFFICIENT↗
Possible Proton-Alpha Scattering Experiments at 40 MeV.
Comparison of different phase-shift analyses of 40 mev proton-alpha elastic scattering and polarization data
SCATTERING AMPLITUDE↗
Scattering and depolarization of EM waves from a rough surface.
Electromagnetic wave scattering and depolarization from rough surface, noting existence of surface current vector component pointing in direction of incident wave
SCATTERING AMPLITUDE↗
Generalized Potentials for Inelastic Scattering
Generalized potentials for medium energy inelastic nuclear scattering derived with projection operator method
SCATTERING AMPLITUDE↗
The validity of the semiclassical method for the coupled channel atomic scattering problem
Stationary phase approximation for two-channel atomic scattering system amplitude
TWO-PHASE SYSTEM↗
Proof that scattering implies production in quantum field theory.
Necessity of production processes in relativistic quantum field theory, describing interacting particles
SCATTERING AMPLITUDE↗
Application of an approximate solution of partial-wave dispersion relations to Yukawa potential scattering.
N/D and determinantal methods of partial wave dispersion relations applied to Yukawa potential scattering
APPROXIMATION METHOD↗
A validation of the method of amplitude density functions in computing the S-matrix for a scattering problem.
S matrix elements for diatomic molecule rotational excitation by scattered atom computed by Amplitude Density Functions method
Bernstein, R. B.↗
Theory of the thermal conductivity of metals with crystal structure defects
Electron thermal conductivity of non-ideal metals, taking into account arbitrary change and amplitude of electron scattering on ions and phonon spectra deformation by impurities
Yermolayev, A. M.↗
Axial Fatigue Tests at Zero Mean Stress of 24S-T Aluminum-alloy Sheet with and Without a Circular Hole
Axial fatigue tests were made on 189 coupon specimens of 0.032-inch 24S-T aluminum-alloy sheet and a few supplementary specimens of 0.004-inch sheet. The mean load was zero. The specimens were restrained against lateral buckling by lubricated solid guides described in a previous report on this project. About two-thirds of the 0.032-inch specimens were plain coupons nominally free from stress raisers. The remainder contained a 0.1285-inch drilled hole at the center where the reduced section was 0.5 inch wide. S-N diagrams were obtained for cycles to failure between about 1000 and 10 to the 7th power cycles for the plain specimens and 17 and 10 to the 7th power cycles for the drilled specimens. The fatigue stress concentration factor increased from about 1.08 for a stress amplitude causing failure at 0.25 cycles (static) to a maximum of 1.83 at 15,000 cycles and then decreased gradually. The graph for the drilled specimens showed less scatter than that for the plain specimens.
TESTING MACHINES, FATIGUE↗
Renormalized Born approximation.
Renormalizing approximate wave functions so that amplitude is correct by means of matrix, with applications to Born approximation
BORN APPROXIMATION↗
Effect of a Castillejo-Dalitz-Dyson pole in the pi-N I equals 1/2, J equals 1/2 super plus amplitude.
Phase shift analysis of nucleon-pion coupling, noting discrepancy between empirical and theoretical results
PHASE SHIFT↗
Pulse height defect and energy dispersion in semiconductor detectors.
Atomic scattering contribution to pulse height defect and energy dispersion of heavy ions in semiconductor detectors
HEAVY ION↗