Meshless Computational Strategy for Higher Order Strain Gradient Plate Models

The present research focuses on the use of a meshless method for solution nanoplates by considering strain gradient thin plate theory. Unlike most common finite element method, methods do not rely domain decomposition. In approach approximating functions at collocation nodes are obtained using radial basis which depend shape parameters. selection such parameters can strongly influences accuracy numerical technique. Therefore authors presenting some benchmarks involve employing an optimization evaluation undetermined Stability is discussed as well reliability against solutions taken existing literature.