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This effect is solved by a final extension which allows λ to be correlated among segments starting from the same node.
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The mesh size effect is solved by regulating the delamination fracture toughness by the cohesive length, and the numerical convergence problem for the snap instability is addressed by viscous regularization.
The flamelet equations accounting for curvature effects are solved with various prescribed curvature values.
The parameters of different effects are solved as an inverse problem and the accuracy of the method is also demonstrated.
The governing conservation equations of energy and electric current, with the inclusion of thermoelectric effects, are solved on an unstructured mesh using the finite-volume method to simulate a transverse Peltier cooler under various operating conditions.
The shrinking core model including the effect of transient diffusion, non-linear kinetics and non-isothermal effects was solved using finite elements in space and finite differences in time.
This effect was partially solved by reconfiguring the parallelization settings: the number of reducers was increased to 60 and the redundancy of the low-complexity seeds was increased to 24 for the 48-core evaluation, 144 and 72 for the 72-core evaluation and 196 and 72 for the 96-core evaluation.
A model of dynamic dual-laterolog responses is suggested by considering the invasion time effect and is solved numerically.
This effect is especially pronounced in structures solved by NMR.
To model these unsteady effects, a transport equation is solved for a lumped PAH species.
When pre-buckling effects are neglected, the problem is solved as a standard eigenvalue problem.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com