Establishes Fréchet differentiability, linearized uniqueness via a reference-state framework, and a frozen Newton reconstruction scheme for three parameters in the periodic nonlinear Westervelt equation.
Periodic solutions and multiharmonic expansions for the Westervelt equation
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Multi parameter identification in the nonlinear periodic Westervelt equation
Establishes Fréchet differentiability, linearized uniqueness via a reference-state framework, and a frozen Newton reconstruction scheme for three parameters in the periodic nonlinear Westervelt equation.