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SARLAC is a particle simulation code for studying the propagation of ultra-relativistic electron beams.
Programs are developed for studying the propagation of neutrons starting from reactor end of beam tube and progressing through various optical elements collimators, slits, monochromator crystal, sample and finally detector.
We are studying the propagation of a reaction front in an immiscible liquid liquid system under the condition of a mass transfer across the interface accompanied by a neutralization reaction.
A relevant area in the mathematical theory of epidemiology is the development of models for studying the propagation of epidemic diseases in a host population [1 20].
end{aligned} (1.4) This type of equation was derived by Hayes and Saccomandi [15] in studying the propagation of transverse homogeneous waves in special incompressible viscoelastic solids.
Diversity population evolution (DPE) is an analytic method for studying the propagation of diversity in the graph during iterative decoding of a root-LDPC code [30].
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By using cell-phone data, researchers including postdoctoral associate Manuel Cebrian and Nathan Eagle, PhD '05, have been able to study the propagation of information on an even larger scale.
Numerical simulations are performed to study the propagation of femtosecond pulse in the liquid-filled PCFs.
We study the propagation of stress waves through ordered 2D networks of granular chains.
We study the propagation of energetic particles, accelerated by interplanetary shock waves, upstream of the shock.
A bidimensional mathematical model is developed to study the propagation of acoustic waves in waveguides.
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