Sentence examples for matrix and load from inspiring English sources

For each super element the stiffness matrix and load vector is derived on basis of a set of simultaneous differential, resulting in closed-form solutions.

The stiffness matrix and load vector for an imperfect Euler Bernoulli beam-column with generalized end conditions subjected to axial and transverse loads are presented.

The dynamic-stiffness matrix and load vector of a Timoshenko beam-column resting on a two-parameter elastic foundation with generalized end conditions are presented.

For a plane frame, exact global frequency response matrix and load vector are built, with size depending only on the number of beam-to-column nodes, for any number of dampers and point/polynomial loads along the frame members.

The proposed method includes the effects of initial imperfections (i.e., out-of-straightness, out-of-plumbness, and axial load eccentricities at both ends), a two-parameter elastic foundation, partially restrained sidesway and rotational semirigid connections at both ends, and transverse and end axial loads (tension or compression) on the stiffness matrix and load vector.

Then the overall mass matrix, damping matrix, stiffness matrix, and load vector of the direct-transmitted system are obtained with the conventional finite element method (FEM) by assembling the elemental property matrices of all the shaft elements contained in the torsional system.

Thus, hierarchically enriched global stiffness matrix, mass matrix, and loading vector of general laminated plate structure are derived.

A preserved functionality of loaded substances was always achieved, confirming the absence of any chemical stable interactions between gel matrix and loaded molecules.

In our system, the Coordinator maintains the "base" quantization matrix and loads it into the quantizer making the steps to pass through a multiplier.

We have performed full-scale benchmarking tests up to 65,536 cores using assembled global stiffness matrices and load vectors ranging from 11 to 40 million unknowns extracted from "real-world" commercial implicit finite element analysis (FEA) applications.

From the numerical results, "optimum interlayer configurations" are derived, i.e. for a given matrix material and load, the magnitudes of thickness and yield stress of the soft interlayer are determined so that the crack driving force exhibits a minimum.