The finite particle method (FPM) is a new structural analysis method which is based on the Vector Mechanics and numerical calculations.

Comparing with the numerical methods based on mesh,such as finite element method and boundary element method,the finite point method only uses scattered nodes without having to mesh the domain of the problem when the shape function is.

In this paper, the finite point method is used to obtain the solution of a one-dimensional inverse heat conduction problem with a source parameter, and the corresponding discrete equations are obtained.

This article introduce the application of finite node method to hot water discharge in power plant,bind with the finite difference method of N-S equation, dramatically reduce the time of caculation.

A 3D numerical model is established based on coordinate transformation and process splitting techniques; a finite node method is applied to the horizontal discretion; and difference methods with variable vertical steps are applied to the vertical discretion.

A class of meshfree methods——finite point method on a set of two-dimensional disordered points is studied.

This thesis is about Finite Point Method (FPM) and numerical shock instability.

Spline Finite Point Method for analysis of arch dams;

The elastic and plastic problem of thin-walled curved box girders is solved with the spline finite point method and the section internal force plastics coefficient method.

The spline finite point method for bending analysis of thin slab is introduced in the paper.

Based on intelligent constitutive relation theory,instantaneous variational principle and spline dispersing,the control equation of the active vibration control analysis of the piezoelectric intelligent beam is established by the spline finite-point method.