RESEARCH ON ANALYTICAL METHODS FOR OXYGEN IN LIQUID ALKALI METALS.
Analysis of oxygen in liquid alkali metals
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Analysis of oxygen in liquid alkali metals
Analysis of oxygen in liquid alkali metals
Analysis of oxygen in liquid alkali metals
Determination of oxygen in liquid alkali metals
Perturbation of osculating hyperbolic elements with two variants of Lagrange type
Damping in multiple beam structural vibration analysis - steady state analysis and transient vibrations
Effects of radiation in vacuum on mechanical properties of rigid plastics
Method for determining modal characteristics of thin walled cylindrical shells having arbitrary homogeneous boundary conditions
Analysis of Apollo heat shield using mathematical models
Analyses of aircraft aerodynamic characteristics
Prediction methods for boundary layer and flow field characteristics in shock wave-boundary layer interaction
Analysis of fuel thermal conductivity effects on melt layer buildup and regression rates in hybrid and tribrid propellant rocket engines
Methods utilize mathematical equations and models and specialized computer techniques. Techniques apply to food production, complex chemicals production, and polluted water purification.
Evaluation of three methods for determining response analysis of plate and shell structures under random acoustic excitation
In the investigation, the filtering problem is considered in the continuous time domain. The postulated simple suboptimal nonlinear filter structure closely parallels the structure of the Kalman-Bucy optimal linear filter algorithm. Two filter performance evaluation methods are developed based on the Kolmogorov equations for the transition density of Markov processes. The expansions in the approximations for the nonlinear system and observation functions are in effect carried out up to second-order terms in both methods. The description of the filter's performance is sought in terms of second-order statistics in both methods.
Nine healthy young men were studied to determine the reproducibility and interchangeability of the use of radio-iodinated human serum albumin and Evans Blue dye for estimating plasma volume, sodium bromide for extracellular fluid volume, and deuterium oxide for total body water volume. All subjects were tested in a semibasal condition and allowed to rest for at least 30 min. after arriving at the laboratory. The results indicate that there was uniform distribution of I131 and Evans Blue dye 10 min. after injection and of NaBr and D2O 3 hours after oral ingestion; the buildup of residual tracer did not interfere appreciably with the measurement of either or Evans Blue spaces when they are administered at equal intervals, and the buildup of background tracer after ingestion of NaBr and D2O once per week for three consecutive weeks did not affect the accuracy of the measurement. It was found that I131 and Evans Blue may be used interchangeably for estimating plasma volume; for estimating bromide and D2O spaces, one 3-hour equilibrium blood sample gives results similar to the extrapolation of multiple samples.
The computer program, Streamtube Curvature Analysis, is described for the engineering user and for the programmer. The user oriented documentation includes a description of the mathematical governing equations, their use in the solution, and the method of solution. The general logical flow of the program is outlined and detailed instructions for program usage and operation are explained. General procedures for program use and the program capabilities and limitations are described. From the standpoint of the grammar, the overlay structure of the program is described. The various storage tables are defined and their uses explained. The input and output are discussed in detail. The program listing includes numerous comments so that the logical flow within the program is easily followed. A test case showing input data and output format is included as well as an error printout description.
A special version of the Streamtube Curvature Analysis (STC) was been constructed to include a detached bow shock upstream of a plane or axisymmetric inlet. The bow wave is modeled using the method of Moeckel in conjunction with an approximate definition of the shock stand-off distance. A description of the Moeckel method and its implementation in the STC program are given.