Results 91 to 100 of about 234,656 (222)
Nash-Moser techniques for nonlinear boundary-value problems
A new linearization method is introduced for smooth short-time solvability of initial boundary value problems for nonlinear evolution equations. The technique based on an inverse function theorem of Nash-Moser type is illustrated by an application in the
Markus Poppenberg
doaj
In the present work, new inverse hyperbolic higher-order shear deformation theory (IHHSDT) is proposed and implemented for buckling analysis and free vibration analysis of porous Functionally Graded Material (FGM) plate on the foundation.
Kumar Rahul +3 more
doaj +1 more source
Flat and parabolic trough solar collectors concentrate sunlight onto a receiver tube containing the heat transfer liquid. Particularly, CNT nanofluids enhance the efficacy of energy harvesting in these systems.
N. Bhargavi +2 more
doaj +1 more source
Initial Buckling Behavior of Elastically Supported Rectangular FGM Plate based on Higher Order Shear Deformation Theory via Spline RBF Method [PDF]
In the present paper, the effect of aspect ratio on the initial buckling response of an elastically supported rectangular FGM plate, the thin plate spline radial basis function (RBF) method can be used. This method involves the use of a thin plate spline
Rahul Kumar +7 more
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Local solvability of higher order semilinear parabolic equations
In this paper is considered the parabolic equation \(u_ t = - Pu + f(t,x,d^ mu)\) in \(D^ T\) with initial-boundary conditions \(u(0,x) = u_ 0 (x)\) in \(G\) \(B_ 0u = B_ 1u = \cdots = B_{m - 1} u = 0\) on \(\partial G\), where \(Pu = \sum_{| \alpha |, | \beta | \leq m} ( - 1)^{| \beta |} D^ \beta (a_{\alpha, \beta} (x)D^ \alpha u)\), \(m > 1\), \(G ...
openaire +3 more sources
Objectives. Determining the patterns of dispersion properties of waveguide modes of the optical range in layered media with distributed optical properties is a both a pressing and significant matter for study. It has fundamental and applied importance in
S. E. Savotchenko
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A Two‐Dimensional Mathematical Model of Chlorine Residual Transport in a Water Distribution Pipe
This study introduces a two‐dimensional (2D) axisymmetric mathematical model for simulating chlorine residual transport in pressurized water distribution pipes.
John Tulirinya +3 more
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A note on lifespan estimates for higher-order parabolic equations
11 ...
Tobakhanov, Nurdaulet N. +1 more
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Comparison of Low Molecular Weight Organic Acids in the Zn Release of Some Contaminated Soils
The rate of metal transfer from the solid phase to solution is an important factor governing their concentration in the soil solution and its availability.
S. Ghasemi, A. Hosseinpur, Sh. Kiani
doaj
Francisco Bernis
semanticscholar +1 more source

