Examples of using Nonlinear problems in English and their translations into Ukrainian
{-}
-
Colloquial
-
Ecclesiastic
-
Computer
Geometrically nonlinear problems after buckling failure;
Now you can factor rigid bodies in geometrically nonlinear problems;
Nonlinear problems require a complex mathematical apparatus and a deep understanding of the physics of the investigated process.
Step by step results display for nonlinear problems was implemented;
Presentations of displacements are used on the section of bar andthickness of plate for geometrically nonlinear problems.
Geometrically nonlinear problems in three-dimensional structural analysis variational formulation and step-by-step approach of their solution.
Forth integration of equations of moving for linear and nonlinear problems;
Geometrically nonlinear problems in three-dimensional structural analysis variational formulation and step-by-step approach of their solution.
Added results tables of temperature conductivity calculation for nonlinear problems.
Geometrically nonlinear problems in three-dimensional structural analysis variational formulation and incremental method of their solution are being considered.
It provides a convenient command-line interface for solving linear and nonlinear problems numerically.
It provides a convenient command-line interface for solving linear and nonlinear problems numerically, and for performing other numerical experiments using a language that is mostly compatible with MATLAB.
Implemented ability to solve the dynamic problem from disassembling elements for linear andphysically nonlinear problems.
It provides capabilities for the numerical solution of linear and nonlinear problems, and for performing other numerical experiments.
Compared with traditional methods, it does not involve any heuristic search, can easily handle multi-class problems, and works for both linear and nonlinear problems.
The formation of a newscientific direction of the department is connected with nonlinear problems of mathematical physics and natural science.
In the work presented here containsmathematical justification of solution methods of geometrically nonlinear problems, which are applied in SP LIRA 10.
New approaches have been suggested based on numerical methods for solving linear as well as geometrically andphysically nonlinear problems of composite mechanics.
Spectral methods were developed in a long series of papers by Steven Orszag starting in 1969 including, but not limited to, Fourier series methods for periodic geometry problems, polynomial spectral methods for finite and unbounded geometry problems, pseudospectral methods for highly nonlinear problems, and spectral iteration methods for fast solution of steady state problems. .
A classic, extensively studied nonlinear problem is the dynamics of a pendulum under influence of gravity.
Computational processor now allows to solve nonlinear problem in direct formulation during various stages of assembly/disassembly of the structure(nonlinearity, Dynamics+, Assemblage).
Implemented ability to specify nonlinear parameters for hingesassigned to linear bar FE(as part of a nonlinear problem).
A way of parallel information processing at the level of complex data structures is proposed andit described by the specific example of solving the nonlinear problem by the Galerkin method.
Geometrically nonlinear dynamic problems and difference scheme have been considered also.
Problems involving nonlinear differential equations are extremely diverse, and methods of solution or analysis are problem dependent.
Development and testing of effective devices forresearch and special analog computers for solving nonlinear and conditionally correct problems.
Equilibrium equations andstep-by-step approach equations are presented for three-dimensional geometrically nonlinear problem, difference scheme for dynamic problem.
Pushover Analysis(nonlinear quasistatic analysis of dynamic problems):. .