Examples of 'stiffness matrix' in a sentence
Meaning of "stiffness matrix"
stiffness matrix - in mathematics, a matrix that describes the response of an object to applied forces, often used in structural analysis
How to use "stiffness matrix" in a sentence
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stiffness matrix
Link elasticity is then modeled by means of a stiffness matrix.
The stiffness matrix associated to the timber element is given as.
Derive equations of stiffness and stiffness matrix for elements.
The stiffness matrix is for only one pair of contact springs.
Determining the stiffness matrix.
The tangent stiffness matrix appears when solving certain problems.
Another issue found in optimization problems is the stiffness matrix singularity.
Element stiffness matrix.
The MSM is also referred to as Global stiffness matrix.
Tangent stiffness matrix.
In particular, for basis functions that are only supported locally, the stiffness matrix is sparse.
Elemental stiffness matrix.
The stiffness matrix associated to the concrete element is given by the expression.
In this way an antisymmetric stiffness matrix is obtained for the beam element.
Perform global stability control analysis of a particular plane frame case, using geometric stiffness matrix.
See also
A new exact analytical formulation of the stiffness matrix is proposed and validated.
The off-axis stiffness matrix is the stiffness transformed to laminate coordinates.
Mathematically, this requires a stiffness matrix to have full rank.
Therefore, the stiffness matrix of an orthotropic linear elastic material can be written as.
The method is carried out, using either a stiffness matrix or a flexibility matrix.
Structure stiffness matrix ; depends upon geometrical and material properties of the elements.
EPMATHMARKEREP is the mass matrix, and EPMATHMARKEREP is the mechanical stiffness matrix.
The consistent tangent stiffness matrix is then derived including the damage effect.
Matrix form of the slope-deflection equations, the stiffness matrix.
The determination of the material stiffness matrix D described above is illustrated by a simple example.
The third calculator 203 calculates an inverse matrix of the overall stiffness matrix.
Thus, the referred stiffness matrix shall be expressed by.
A geometric stiffness matrix then appears, and a kinetic stiffness matrix in the case of rotating beams.
Other possibility is invert the stiffness matrix and get 1 /? cr.
Finally, the stiffness matrix and the load vector of the new super-element are established.
In this way, the related stiffness matrix " K " is expressed by.
De Stiffness matrix of material, constitutive matrix.
Therefore, the reinforcement stiffness matrix has the same dimensions as the concrete element.
Thus, the material stiffness matrix [ k ] may now be treated as an unknown.
Key words, load-induced stiffness matrix of plate, stiffening effect of dead loads.
Finally, the element stiffness matrix of a concrete-timber composite beam is given as k = kc + k w + ks.
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