Finite Element Modeling The most uncommon mathematical O solution used to perform computational simulation Involves idealization of a physical structure, its support conditions, and O its applied loading, in a mathematical framework, to determine the structural behavior of the structure. Loads and boundary constraints are | applied at locations except at the nodes The primary unknowns are called O degrees of freedom (DOFS), at each node. Individual components of a structure are mathematically idealized as discrete (finite) line, surface, and volumetric elements.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Finite Element Modeling
The most uncommon mathematical
solution used to perform
computational simulation
Involves idealization of a physical
structure, its support conditions, and
its applied loading, in a mathematical
framework, to determine the structural
behavior of the structure.
Loads and boundary constraints are
applied at locations except at the
nodes
The primary unknowns are called
degrees of freedom (DOFS), at each
node.
Individual components of a structure
are mathematically idealized as
discrete (finite) line, surface, and
volumetric elements.
Transcribed Image Text:Finite Element Modeling The most uncommon mathematical solution used to perform computational simulation Involves idealization of a physical structure, its support conditions, and its applied loading, in a mathematical framework, to determine the structural behavior of the structure. Loads and boundary constraints are applied at locations except at the nodes The primary unknowns are called degrees of freedom (DOFS), at each node. Individual components of a structure are mathematically idealized as discrete (finite) line, surface, and volumetric elements.
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