Unconditionally Stable Gradient Flows via Hyperbolic Tangent SAV Schemes


 Unconditionally Stable Gradient Flows via Hyperbolic Tangent SAV Schemes


This work develops an unconditionally energy-stable numerical scheme for gradient flow models using a hyperbolic tangent–based Scalar Auxiliary Variable (SAV) reformulation. Through variational principles, functional analysis, and time-discretization techniques, the method ensures unconditional stability and high accuracy.

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