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       <dc:date>2026-05-16T04:24:21+00:00</dc:date>
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        <title>Metafor</title>
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        <title>Managing N.-R. Iterations</title>
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        <description>Managing N.-R. Iterations

Mechanical iterations parameters are imposed by functions associated to metafor.getMechanicalIterationManager(), when thermal iterations parameters are imposed by functions associated to  metafor.getThermalIterationManager()$Residual$$$Rmin = \frac{||FreeExternalForces|| + ||CstrInternalForces||+||CstrInertialForces||}{nreac}  $$$$ Rmin &lt; limitNormFactor $$$Rmin$$$ Rmin = limitNormFactor $$$$Residual = \frac{||FreeResidual||}{ndofs*Rmin}$$$ndofs$$nreac$$$Rmin = \frac{\…</description>
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        <dc:date>2017-10-25T07:59:50+00:00</dc:date>
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        <title>Global Parameters [REMOVED]</title>
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        <description>Global Parameters [REMOVED]

Parameters are defined using prefixed codes MDE (integer) and MDR (real).
metafor.setIntegerData(param,value)
metafor.setRealData(param,value)
Integer parameters

All integer parameters used in Metafor are listed here. These parameters are remains of the old $\alpha_m$$\alpha_m=0$$\alpha_f$$\alpha_f = 0$$\beta_0$$\gamma_0$</description>
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        <title>Linear solvers</title>
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Introduction

Since 20/07/2005, Metafor includes several linear solvers to solve the system at each iteration when implicitly integrating motion equations. Skyline is the traditional solver, but the direct solver Pardiso and iterative sparse solver (ISS), a GMRES implemented in the</description>
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        <title>StopCriterion</title>
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        <description>StopCriterion

Introduction

The stop criterion allows to stop a computation when a given criterion becomes greater than a given value.

It is useful to avoid consuming CPU time when a computation has no meaning anymore, or to chain operations (remeshing, chained operation based on a criterion,</description>
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        <title>Managing Time Steps</title>
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        <description>Managing Time Steps

Archiving manager

General Points

Archiving is done with metafor.getTimeStepManager(). An initial time and time step is set using setInitialTime(), then a series of subsequent steps are set using setNextTime(). Then number of archives between two time steps is given as argument to $\Delta t$$ \Delta t = \gamma_s \Delta t_{crit} $$\Delta t_{crit}$$\gamma_s$</description>
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