parabolic partial differential equation


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parabolic partial differential equation

[¦par·ə¦bäl·ik ¦pär·shəl ‚dif·ə′ren·chəl i‚kwā·zhən]
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In this study, we will deal with a parabolic partial differential equation in one space variable, where t and x are the time and space coordinates respectively, and the quantities h and k are the mesh sizes in the space and time directions.
This book focuses on optimal control problems in which the state equation is an elliptic or parabolic partial differential equation.
In this study, we will deal with the simplest one dimensional parabolic partial differential equation of second order, where t and x are the time and space coordinates respectively, and the quantities h and k are the mesh sizes in the space and time directions.
21) is a new explicit scheme for solving parabolic partial differential equation To illustrate this method we use it to solve problems (3.
An off grid continuous interpolant is proposed for solving second order parabolic partial differential equation in two dimensional domain without descretization.
Finally, a hierarchy of parabolic partial differential equations is shown in the thermodynamic theory of heat conduction with current multipliers.
Digital Simulation in Electrochemistry explains to the reader how to numerically solve the parabolic partial differential equations (pdes) encountered in electroanalytical chemistry.