Exact(22)
Also a variable mesh has been extensively used by many authors.
Such kind of a second-order method on a variable mesh network is known as supra-convergent scheme [29].
Different levels of discretization are used for the displacement mesh, design variable mesh and density mesh which provides higher resolution designs for the solutions.
Recently, a new high-order compact implicit variable mesh discretization for one-space-dimensional unsteady quasi-linear biharmonic problem was developed in [22].
FEM simulations are very suitable to simulate NW arrays with various shapes as they use a variable mesh to model the desired geometry.
However, the formulation used in the approximate analysis allows for the inclusion of the excitation effect of the variable mesh stiffness.
Similar(38)
Our quasi-variable mesh numerical methods are described as follows.
Such a mesh is called a quasi-variable mesh.
Some compact operators related to a quasi-variable mesh were mentioned in the literature [26, 27].
Our approach uses only three grid points and involves the construction of a quasi-variable mesh.
We discuss in detail the derivation of quasi-variable mesh finite difference method (37a - 37b 37a - 37b
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