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Mathematical Functions and Equations by Maurice Bautista is a document available to read on EtoBox.

The document presents a partial differential equation model describing the dynamics of an unknown quantity X(x,t). It contains: 1) An equation defining the second derivative of X with respect to time using spatial derivatives of X and several unknown parameter functions. 2) Initial conditions specifying that X and its first derivative are equal to zero at time t=0. 3) Equations defining the parameter functions p, u, and f and relating them to each other and unknown constants.

Author

Maurice Bautista

Language

EN