5. Limited conditions applied for MASSIF#
For elasticity a PRE_EPSI =-1 is applied, while for the expansion corrector PRE_EPSI is equal to the expansion coefficients ALPHA, and the boundary conditions are:
\(y=0\to {u}_{y}=0\) on \({y}_{\mathit{min}}\) and \({y}_{\mathit{max}}\) |
\(z=0\to {u}_{z}=0\) on \({z}_{\mathit{min}}\) and \({z}_{\mathit{max}}\) |
\(y=0\to {u}_{x}={u}_{z}=0\) on \({y}_{\mathit{min}}\) and \({y}_{\mathit{max}}\) |
\(z=0\to {u}_{z}=0\) on \({z}_{\mathit{min}}\) and \({z}_{\mathit{max}}\) |
\(y=0\to {u}_{y}=0\) on \({y}_{\mathit{min}}\) and \({y}_{\mathit{max}}\) |
\(z=0\to {u}_{x}={u}_{y}=0\) on \({z}_{\mathit{min}}\) and \({z}_{\mathit{max}}\) |
\(y=0\to {u}_{x}={u}_{z}=0\) on \({y}_{\mathit{min}}\) and \({y}_{\mathit{max}}\) |
\(z=0\to {u}_{x}={u}_{y}=0\) on \({z}_{\mathit{min}}\) and \({z}_{\mathit{max}}\) |
\(z=0\to {u}_{x}={u}_{y}=0\) on \({z}_{\mathit{min}}\) and \({z}_{\mathit{max}}\) |
For heat conduction in addition to a PRE_GRAD_TEMP =-1:
Concealer \({\mathrm{\zeta }}^{1}\) |
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Concealer \({\mathrm{\zeta }}^{2}\) |
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Concealer \({\mathrm{\zeta }}^{3}\) |
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