TL;DR: A corrected numerical method based on SIMPLE is given to improve the computational accuracy of solving the convective-diffusion equation which can describe the incompressible fluid and heat transfer problems in this article.
Abstract: A corrected numerical method based on SIMPLE is given to improve the computational accuracy of solving the convective-diffusion equation which can describe the incompressible fluid and heat transfer problems in this article.The drive flow and natural convection in a square cavity are analyzed using several numerical methods including the corrected method.And the drive flow results show that the corrected method has a better accuracy than other methods at the same grid classification though the computational efficiency is a little worse while the natural convection results shows that the corrected method has a better computational efficiency at the same accuracy.In conclusion,the corrected method has a better computational accuracy than SIMPLE using FUS,PLS or QUICK at the same grid classification and a better computational efficiency at the same accuracy.
TL;DR: The grid classification used in this paper is described as a "point-structured" grid as it uses a mapping relationship to establish node connections which means a point-structuring grid can be used to classify all other grid-types demonstrating a strong generality.
Abstract: The paper develops the use of Meshless grid systems. The grid classification used in this paper is described as a "point-structured" grid as it uses a mapping relationship to establish node connections. This means a point-structur ed grid can be used to classify all other grid-types demonstrating a strong generality. The mapping relationship is used to undertake the discretization procedure. The mapping relationship is formally introduced and discussed. The classification could be considered as the same as a Meshless grid system. To demonstrate the point-structured classification a new type of grid system, called a "Crisscross grid", is presented as an example. The Crisscross grid cannot be classified in terms of either structured or unstructured grid systems. Solutions for Laplace's equation and the convection- diffusion equation are found and presented. The method of discretizatio n applied in the present study uses a polynomial spatial-function fitted over the computational molecule. To prevent oscillations in the spatial solution of the convection-diffusion equation a crude technique that adds artificial viscosity is employed.
TL;DR: Experimental results show that different kinds of objects can be extracted and classified effectively using the stepwise classification method, using the method of supervised classification according to spectral information (RGB).
Abstract: As a new means of data acquisition, vehicle-borne laser scanning technology can quickly obtain accurate the three-dimensional spatial information of objects, it is very suitable for urban objects in the rapid access of three-dimensional spatial information. The colored point cloud data by fusing laser data and CCD image, not only having spatial information, but also the color attribute information. In this paper, colored point cloud data is the object of the study, the author proposed a strategy of stepwise classification: projection grid classification combine with supervised classification. Firstly, all the data points are projected on the horizontal grid, according to the properties of grid cells information, they are divided into three categories: ground class, building class, and other object class. Secondly, for each category, using the method of supervised classification, according to spectral information (RGB), dividing the points into different classes in order to achieve the classification and extraction of surface features. Experimental results show that different kinds of objects can be extracted and classified effectively using the method.
TL;DR: The key idea is to select an appropriate (local) coarse grid on each processor from a set of admissible grids such that the composed coarse grid forms a suitable coarse grid for the whole domain, i.e. there is no need for a special boundary treatment.