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Academic Journal

Mathematical Simulation of the Mechanism of Acoustic Drying of Porous Materials.

Authors : Zhilin, A. A.¹; Fedorov, A. V.¹; Korobeinikov, Yu. G.¹

Source: Journal of Applied Mechanics & Technical Physics. Sep/Oct2003, Vol. 44 Issue 5, p685-698. 14p.

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Academic Journal

Non-Linear Bifurcation Analysis of a Detritus Based Ecosystem.

Authors : Bandyopadhyay, M.¹ ; Bhattacharya, R.¹

Source: Nonlinear Studies. 2003, Vol. 10 Issue 4, p357-372. 16p. 4 Graphs.

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Academic Journal

Generalized Informational Entropy and Noncanonical Distribution in Equilibrium Statistical Mechanics.

Authors : Yu. G., Rudoi¹

Source: Theoretical & Mathematical Physics. Apr2003, Vol. 135 Issue 1, p451-496. 46p.

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Academic Journal

Dynamics of Interacting Biological Species.

Authors : Dubey, B.¹

Source: Comments on Theoretical Biology. Mar2003, Vol. 8 Issue 2/3, p189-206. 18p.

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Academic Journal

Bayes–Nash Equilibrium: Infinite-Depth Point Information Structures.

Authors : Chkhartishvili, A. G.¹

Source: Automation & Remote Control. Dec2003, Vol. 64 Issue 12, p1922-1927. 6p.

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Academic Journal

FRICTIONAL VERSUS VISCOELASTIC DAMPING IN A SEMILINEAR WAVE EQUATION.

Authors : Cavalcanti, Marcelo Moreira¹ ; Oquendo, Higidio Portillo²

Source: SIAM Journal on Control & Optimization. 2003, Vol. 42 Issue 4, p1310-1324. 15p.

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Academic Journal

Models of the Interaction between a Laminar Boundary Layer and a Transonic Flow V. N.Diesperov I. I.Lipatov Possible regimes of viscous-inviscid interaction at transonic external flow velocities are investigated. It is shown that different flow regimes can exist depending on the relation between such parameters as the disturbance amplitude and the Mach and Reynolds numbers. Corresponding mathematical models are formulated and the solutions of some problems describing linear regimes of disturbance development are obtained. The models developed make it possible to describe all the possible interaction regimes.

Authors : Diesperov, V. N.; Lipatov, I. I.

Source: Fluid Dynamics. Sep/Oct2003, Vol. 38 Issue 5, p712-723. 12p.

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Academic Journal

Stochastic Gomatam Model of Interacting Species: Non-Equilibrium Fluctuation and Stability.

Authors : Samanta, G.P.; Maiti, Alakes

Source: Systems Analysis Modelling Simulation. Jun2003, Vol. 43 Issue 6, p683-692. 10p.

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