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The explicit inverse of the stiffness matrix
Moshe B. Fuchs
*
*
Corresponding author for this work
School of Mechanical Engineering
Research output
:
Contribution to journal
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Article
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peer-review
10
Scopus citations
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Dive into the research topics of 'The explicit inverse of the stiffness matrix'. Together they form a unique fingerprint.
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Keyphrases
Adjoint Matrix
8%
Analytic Expression
8%
Applied Load
8%
Automated Design
8%
Binet
8%
Cauchy Theorem
8%
Compound Matrix
8%
Congruence Transformation
8%
Deformation Compatibility
8%
Degrees of Freedom
8%
Engineering Structures
8%
Equilibrium Equations
8%
Explicit Analysis
8%
Explicit Inverse
100%
Homogeneous Polynomials
8%
Internal Force
16%
Linear Elastic Structure
8%
Mast
8%
Member Force
25%
Multilinear
8%
Nodal Degree
8%
Number of Degrees of Freedom
8%
Original Structure
16%
Prismatic Element
8%
Statically Determinate
25%
Stiffness
8%
Stiffness Matrix
100%
Stress Resultants
16%
Structure Design
8%
Substructure
41%
Weighted Sums
8%
Weighting Factor
8%
Mathematics
Adjoint matrix
7%
Adjoints
30%
Analytic Expression
7%
Compound Matrices
7%
Degree of Freedom
15%
Explicit Expression
23%
Matrix (Mathematics)
100%
Polynomial
46%
Weighted Sum
7%
Engineering
Applied Load
8%
Cauchy's Theorem
8%
Degree of Freedom
16%
Elastic Structure
8%
Engineering Structure
8%
Equilibrium Equation
8%
Explicit Expression
25%
Internal Force
16%
Member Force
25%
Rigidity
8%
Stiffness Matrix
100%
Weighting Factor
8%