Meshless And BE Analysis Of The Flow And
Concentration Around A DO-supplying Machine
Author(s)
K. Sakamoto, M. Kanoh & T. Kuroki
Abstract
In an earlier study, a meshless method was developed to obtain stable and
convergent results for the flow of the entire area of a water reservoir. Shortage or
lack of dissolved oxygen (DO) sometimes results in pollution of the water in a
reservoir. An attempt was made to ameliorate the concentration of oxygen in the
lower layer of the reservoir by using a machine that supplies DO. A meshless
method was applied to calculate the concentration distribution of DO and the
flow caused by the DO-supplying machine. For the area surrounding the DOsupplying
machine, the results calculated by the meshless method appeared to be
slightly unreasonable compared with the observed velocity vectors obtained in
the model simulation of a water reservoir constructed in our laboratory. The
boundary element method did not succeed in obtaining convergent solutions to
this problem. In this study, a new meshless method is devised, and our boundary
element method is improved so that analytical solutions that are comparable with
the observed results can be obtained. Regarding the concentration distribution
of DO and the velocity vectors of the flow calculated by the two numerical
methods (the WFDM and the FEM) and those observed in our model simulation
described above, the effect and accuracy of the alternative meshless and
boundary element methods were estimated.
Keywords: meshless method, boundary element method (BEM), flow and
concentration in water reservoirs, weighted finite difference method (WFDM),
finite element method (FEM) and observed velocity in model simulation of water
reservoir.
Keywords
meshless method, boundary element method (BEM), flow and
concentration in water reservoirs, weighted finite difference method (WFDM),
finite element method (FEM) and observed velocity in model simulation of water
reservoir.
Related Book
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