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SINUSOIDAL VELAROIDAL SHELL - NUMERICAL MODELLING OF THE NONLINEAR BUCKLING RESISTANCE
Mathieu G., Markovich A.S., Tyekolo D.
Many works are devoted to linear and nonlinear analyses of shells of classical form. But for thin
Nonlinear numerical stability analysis of space trusses
Galishnikova V.V.
of nonlinear deformation analysis with this stability analysis leads to an integrated method
Geometric modelling and materially nonlinear numerical analysis of shells in the shape of one-sheet hyperboloid of revolution
Mathieu G.-O., Shambina S.L., Jaafar Q.
surface are plotted using the software MathCAD. The Linear and materially nonlinear numerical analyses
Geometric nonlinear numerical analysis of shells in the form of a hyperboloid of revolution
Farhan I.T.F., Mathieu G.-O., Imomnazarov T.S.
of computer graphics. The geometric nonlinear numerical analysis of thin shells in the form of hyperboloid
Internal breathers' loads on marine facilities
Rouvinskaya E., Kurkina O., Kurkin A., Lobovikov P.
gas fields. According to the maps of nonlinear and kinematic parameters of internal waves, which have
Blow-up of Solutions and Local Solvability of an Abstract Cauchy Problem of Second Order with a Noncoercive Source
Artem’eva M.V., Korpusov M.O.
An abstract Cauchy problem for a second-order differential equation with nonlinear operator
Determination of stress-strain state of geometrically nonlinear sandwich plate
Badriev I., Banderov V., Makarov M., Paimushin V.
construct its finite-difference approximation Analysis of the results of numerical experiments is performed
On the Absence of Weak Solutions of Nonlinear Nonnegative Higher Order Parabolic Inequalities with a Nonlocal Source
Admasu W.E.
On the Absence of Weak Solutions of Nonlinear Nonnegative Higher Order Parabolic Inequalities
Numerical Investigation of Physically Nonlinear Problem of Sandwich Plate Bending
Badriev I., Makarov M., Paimushin V.
© 2016 The Authors.The present work is devoted to the numerical investigation of geometrically
Numerical Diagnostics of Solution Blow-Up in a Thermoelectric Semiconductor Model
Korpusov M.O., Shafir R.S., Matveeva A.K.
-up is considered. In the numerical analysis of the problem, the original system of partial differential equations

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