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Algorithms of solving the matrix equations for deformation mechanics of flexible structures at finite displacementsThe algorithms of forming the matrix equations of equilibrium in solving geometrically nonlinear
Algorithms of solving the matrix equations for deformation mechanics of flexible structures at finite displacementsThe algorithms of forming the matrix equations of equilibrium in solving geometrically nonlinear
Algorithm for Calculating Statically Indeterminate Trusses Using the Force Method. There is no need to use the equilibrium equations when constructing the flexibility matrix of the structure.
Tension-Compression and Shear of Plane Test Specimens from Laminated Composites with the [90°]s Structure. Initial Stress-Strain State© 2019, Pleiades Publishing, Ltd. Using the previously constructed equations of the theory
Approach to the Stability Analysis of Partial Equilibrium States of Nonlinear Discrete SystemsAbstract: A nonlinear system of finite-difference equations of a general form, which admits a
On the algorithmization of construction of the transitionintensity matrix in systems with a large number of sameelements system of equilibrium equations. As a result,general principles for solving problems of this type
On the algorithmization of construction of the transition intensity matrix in systems with a large number of same elements system of equilibrium equations. As a result, general principles for solving problems of this type
Existence of true plasma equilibria in asymmetric magnetic fields to the equilibrium equations with no symmetry of the configuration has for many years served as the argument
THE PROBLEM OF REDUCING NON-STATIONARY MULTIDIMENSIONAL CONTROL SYSTEM WITH DELAYS TO EQUILIBRIUMWe consider linear control system with delay, described by system of differential equations
NON-LINEAR BEHAVIOR OF THIN SPHERICAL SHELLS stem bending respectively. Thus, the equilibrium equation of the nonlinear system is formulated.
Страница 1 из 1998
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