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The integration procedure is analytic in the end regions, otherwise a quadratic interpolation is used.
The first integration procedure uses pseudorandom numbers and converges as N−0.5.
Convergence features of the proposed finite element and time integration procedure are also shown.
Numerical examples are presented in order to demonstrate the use of the new integration procedure.
The relevant strain-driven implicit numerical integration procedure for the proposed material model is developed.
A second-order accurate numerical integration procedure is used, established entirely in the reference configuration.
Under some circumstances the convergence of this integration procedure can be as fast as N−1.
It describes the integration procedure of controller and SCADA systems into digital planning and simulation.
Unfortunately, such systems require a complex integration procedure of the security frameworks.
The integration procedure, design data, and boundary conditions were given in detail.
In the article a semi-implicit time integration procedure is presented.
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