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We make a dual transformation for the problem to obtain a new free boundary problem with a linear equation.
By means of a dual transformation, we obtain a new free boundary problem with a linear equation under a complicated constraint condition.
In Section 4 we simplify the constraint condition in (3.16) to obtain a new free boundary problem with a simple condition (4.4).
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In this paper, we present a superconvergent second order Cartesian method to solve a free boundary problem with two harmonic phases coupled through the moving interface.
Chen and Wang [13] also investigated a free boundary problem with general large initial data.
The study of boundary problems with (p(t))-Laplacian is now an active area of research.
In this paper, the boundary element method is applied in order to find an improved numerical solution for a boundary value problem with a nonlinear boundary condition, namely the two-dimensional problem of the compressible fluid flow around obstacles.
The problem of motion of the rope of variable length consists of solving the boundary value problem with a variable boundary for the one-dimensional wave equation.
In this paper, a fractional boundary value problem with a new boundary condition is studied.
Two exact artificial boundary conditions are introduced to reduce the original problem into an initial boundary value problem with a finite computational domain.
These equations constitute a two-point boundary value problem with a coupled nature of solutions.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com