On the origin of structure in the universe
Instability hypothesis versus primordial structure hypothesis to explain origin of universe
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Instability hypothesis versus primordial structure hypothesis to explain origin of universe
Gold capture cross section discrepancies explained by changes in boron cross sections used to monitor neutron fluxes
A Warren-Averbach x-ray line profile analysis was applied to, broadened x-ray diffraction peaks from copper deformed in fatigue. The copper specimens were fatigued by four point bending at various strain amplitudes, and measurements were made at various fractions of the total fatigue life. The analysis results in an estimation of 1) an average coherently diffracting domain size in a direction normal to the diffracting planes; and 2) a strain distribution function. The strain distribution function is in terms of the root mean square strain, <ϵ^(2)> where ϵ is averaged over a given distance at all points in the diffracting crystals. This rms strain is expressed as a function of averaging distance for a direction normal to the diffracting planes. The rms strains were found to be a function of the fatigue strain amplitude level, increasing with amplitude and reaching a maximum limiting value during the first 2% of the fatigue life. The strains were normally larger in the 4lO0 direction compared to the <111> direction and the absolute values were quite small. These results may be explained by assuming the dislocations are present in the form of dipoles because the lattice strain around a dipole is much less than around single dislocations. Conclusions arrived at in this analysis are in agreement with current theories of fatigue damage in metals. The result that maximum hardening is achieved during the initial few percent of the fatigue life is confirmed by many other investigators using entirely different analytical techniques. It is felt that the structure of the material is changing during this initial hardening stage to an eventual steady state characteristic of the testing conditions. A unique substructure is developed which thereafter persists, and the remainder of the fatigue test is taken up by crack propagation through this substructure until ultimate failure occurs by fracture. The formation of this steady state structure is dependent on the maximum fatigue strain amplitude and on the frequency and temperature of cycling for a particular material.
Radio astronomical observations of Venus - aerosol atmospheric model for explaining radio spectrum
Linear free energy relationship between benzoyl and acetyl ion intensities in mass spectra of benzo- and acetophenones explained by kinetic argument
Winds in upper atmosphere as revealed by sodium vapor trails explained on basis of prevailing and tidal components critically analyzed
Model explaining negative polarization of moonlight at small lunar phase angles
Magnetoresistance effect applied to Rotatable Initial Susceptibility II films, explaining resulting hysteresis loops and torque curves
Objections to Gehrels model explaining observations on wavelength dependence of optical properties of lunar surface
Biochemical experiments aimed at explaining rapid eye movement sleep /REMS/
Cosmic radio source strength, explaining spectral output from substructures of 3C-273
Softened appearance of certain large lunar craters explained by ash flow theory
Low effective resistivity of gold film plated onto tin determined by low temperature microwave absorption measurement and explained by free- electron model and superconductivity proximity effect
Primary and afterglow emission decay time from low temperature gaseous nitrogen excited by fast electrons explained by possible energy transfer
Marangoni flow, motion of liquid surfaces under influence of surface tension gradients, explaining high fluxes obtained in boiling heat transfer
Spiral patterns of disk-like galaxies explained in terms of density waves that are collective modes of stellar system analogous to plasma waves
Spacecraft data used to explain origin and evolution of solar system
Particle-particle interaction theory to explain mechanical properties of dental amalgam