Phase-field model for self-propelled deformable objects converges to a sharp-interface limit where normal velocity depends on mean curvature, surface tension, and volume preservation as ε tends to zero.
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On the existence of a singular limit equation for a model of a self-propelled object motion
Phase-field model for self-propelled deformable objects converges to a sharp-interface limit where normal velocity depends on mean curvature, surface tension, and volume preservation as ε tends to zero.