Intra-atmospheric migration and dissipation of H and He under the action of magnetohydrodynamic waves
Escape of light hydrogen and helium atoms from earth atmosphere under action of magnetohydrodynamic oscillations
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Escape of light hydrogen and helium atoms from earth atmosphere under action of magnetohydrodynamic oscillations
Electrical connector pin with wiping action to assure reliable contact
Field theories and direct interparticle action theories of classical electrodynamics, establishing general correspondence between formalisms
Metal halides as new chemical system for laser action
Mass action law-polynomial optimization analogy, illustrating optimal temperature determination in chemical reactors in series
Methylating agents and nitrosoguanidine actions on polynucleotides, including ribonucleic acid
Peristaltic action microinch actuator for primary mirror active-optics system of orbiting astronomical telescope
Planar motion of human being subjected to action of body-fixed force
Evaluation of corrective actions and hardware implementation for lunar module based on Apollo 13 flight incident
Conference report on impact of man on global environment, assessing actions covering climatic and ecological effects, pollution monitoring, etc
Bovine pituitary proteinase I action on oxidized B chain of insulin, noting preference for specific bonds
Service life/stress testing, failure analysis and corrective action from technical and cost positions
Regenerative kinematic-dynamo action under incompressible isotropic velocity turbulence, noting turbulent Lorentz force role
Antidiuretic action of chlorpropamide in mammalian kidney, considering intrarenal infusions effect on urinary concentration, free water clearance, glomerular filtration and sodium excretion
It is pointed out that two basic principles appear in the theory of wave propagation, including the existence of a phase variable and a law governing the intensity, in terms of a conservation law. The concepts underlying such a conservation law are explored. The waves treated are conservative in the sense that they obey equations derivable from a variational principle applied to a Lagrangian functional. A discrete oscillating system is considered. The approach employed also permits in a natural way the definition of a local action density and flux in problems in which the waves are modal or general.
The effect was studied of lunar surface material from the Sea of Fertility on the radiation reaction (damage) in mice caused by exposure to ionizing radiation. The material was administered to the organism in three ways -- aerogenically, through the esophagus, or peritoneally. It was shown that administering the lunar surface material did not appreciably affect the death of the animals and the reaction of the peripheral blood caused by the action of radiation. In mice which prior to irradiation had been administered inhalationally or peritoneally the lunar surface material, a lag in the increment of bodyweight was observed.
Test results of a unique automatic brake control system are outlined and a comparison is made of its mode of operation to that of an existing skid control system. The purpose of the test system is to provide automatic control of braking action such that hydraulic brake pressure is maintained at a near constant, optimum value during minimum distance stops.
A review and discussion of modern theories and results leads to the conclusion that an absolute upper bound exists to the photon energies for which laser action can occur, and that depending on the laser medium, it lies in the range between 1 and 100 MeV. At higher energies, a wave cannot grow as rapidly as it is depleted. The same restriction applies to frequency conversion devices employing nonlinear interactions.