Pages that link to "Item:Q676366"
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The following pages link to The phase-field method in the sharp-interface limit: A comparison between model potentials (Q676366):
Displaying 14 items.
- Quasi-stationary Stefan problem with values on the front depending on its geometry (Q357278) (← links)
- Numerical solutions of the one-phase classical Stefan problem using an enthalpy Green element formulation (Q719179) (← links)
- Spontaneous shrinkage of drops and mass conservation in phase-field simulations (Q876418) (← links)
- Adaptive mesh refinement computation of solidification microstructures using dynamic data structures (Q1282413) (← links)
- Sharp-interface and phase-field theories of recrystallization in the plane (Q1809133) (← links)
- A moving mesh method for the solution of the one-dimensional phase-field equations (Q1851286) (← links)
- An unconditionally stable fast high order method for thermal phase change models (Q2129500) (← links)
- A comparison of numerical models for one-dimensional Stefan problems (Q2491662) (← links)
- Estimates and computations for melting and solidification problems (Q2781507) (← links)
- Comparison of asymptotic solutions of a phase-field model to a sharp-interface model (Q2783709) (← links)
- A ξ-vector formulation of anisotropic phase-field models: 3D asymptotics (Q4716867) (← links)
- Improved phase-field models of melting and dissolution in multi-component flows (Q5161141) (← links)
- Phase Field Models Versus Parametric Front Tracking Methods: Are They Accurate and Computationally Efficient? (Q5372211) (← links)
- A finite-element toolbox for the simulation of solid-liquid phase-change systems with natural convection (Q6044790) (← links)
