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Industry guidance exists on how to estimate explosion loads on piping and smaller equipment using a drag force formulation.
To model the whole columns, a nonlinear beam-column element based on the non-iterative force formulation was employed while considering the spread of plasticity along the element.
These include the effects of the (linearized) Hertzian contact spring, and Kalker's creep force formulation including frequency-dependent creep coefficients.
For nonlinear dynamic analysis, a nonlinear beam column element is used, which is based on the non-iterative (or iterative) force formulation, and considers the distribution of plasticity along the element.
The particle roughness problem can be generally solved using particle clumps composed of several spheres, for which the lubrication contact force formulation can be adopted or using a non-spherical DEM code.
We present a new surface tension force formulation for a diffuse-interface model, which is derived for incompressible, immiscible Navier Stokes equations separated by free interfaces.
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But prior studies used modified surface tension force formulations, therefore it is not straightforward to calculate pressure field because pressure includes the gradient terms resulting from the modified surface tension term.
Computational models which have had the greatest success at capturing the full range of dynamics are coupled discrete element model and Navier Stokes solvers, based on a pressure-gradient-force formulation.
The beams, columns, braces and zipper columns are modeled using nonlinear force-formulation frame elements and nonlinear geometric effects are included by utilizing corotational transformation.
Stochastic forcing formulations are introduced and a new stochastic-deterministic ocean model is presented.
At the discrete level, the surface tension is approximated by a volume force (CSF formulation).
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