Examples of using Finite element method in English and their translations into Slovenian
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Finite element method.
The most widely known is the finite element method.
The Finite Element Methods.
Adoption of advanced F.E.M.(finite element method).
Finite Element Methods in Two Dimensions.
The future of the finite element method in geotechnics.
The numerical modeling is performed by using the Finite Element Method.
The Finite Element Method in Two Dimensions.
Modelling of various geotechnical problems by the Finite Element Method.
The Finite Element Method(FEM) is a numerical method for solving engineering problems.
Automated Solution of Differential Equations by the Finite Element Method:….
The Finite Element Method(FEM) is a numerical method used for solving of complex engineering problems.
Understand why,when and how to use structural analysis using the finite element method.
All structural components are calculated using the finite element method, using only high-quality steel S275 and S355 JR, ie J2(+ N).
The coupled partial differential equations are solved by the finite element method.
Adoption of advanced F.E.M.(finite element method) makes it have a strong rigidity, small geometry error, high precision, high performance and high stability.
Within this field, he employs optical techniques based on Digital Image Correlation(DIC)and numerical approaches utilizing Finite Element Method(FEM).
With FEM(finite element method) we optimise individual parts or building groups concerning weight, stiffness, dynamic characteristics and life expactancy.
These shifts can be detected with high spatial and temporal resolution andthe forces at play are then computed from this by a finite element method.
Knowledge of the theory of finite difference and finite element methods as the main methods for the numerical solution of partial differential equations.
Our main development activity is development of numeric models and performing various calculations of machine elements andconstructions with finite element method(FEM).
CATIA- FEM and Structural Analysis delivers a complete solution for modeling andanalysis using the finite element method and encompasses a wide range of structural analytical processes.
The finite element method(FEM)(sometimes referred to as finite element analysis) is a numerical technique for finding approximate solutions of partial differential equations(PDE) as well as of integral equations.
Other research themes include process modelling andsimulation(primarily involving finite element methods to develop predictive capability) as well as innovative process development.
Development of the finite element method began in earnest in the middle to late 1950s for airframe and structural analysis[2]and gathered momentum at the University of Stuttgart through the work of John Argyris and at Berkeley through the work of Ray W. Clough in the 1960s for use in civil engineering.
Students will be solving practical M5 problems related to workpieces, tools,contact surfaces and forming mechanics with virtual models based on finite element method and in the scope of laboratory exercises.
At the meeting, the IJS together with IRSN,CNRS and CEA presented a comparison of two methods- the finite element method and the fast Fourier transform method- in the case of a tensile load of an irradiated polycrystalline aggregate.
At the meeting the JSI,together with IRSN and CNRS presented a comparison of the two methods- the finite element method and the Fast Fourier Transform method- in the case of tensile stress of irradiated polycrystalline aggregate.
If needed, we use computer simulations by finite elements method.
The heterogeneous composition of tissues makes the analytical approach practically impossible, butnumerical methods are suitable, especially the finite elements method.