Different Radial Basis Functions for Infiltration from Periodic Flat Channels

Adillia, Ninda Shafira and Solekhudin, Imam and Sumardi, Sumardi (2023) Different Radial Basis Functions for Infiltration from Periodic Flat Channels. JP Journal of Heat and Mass Transfer.

[thumbnail of 1162.DIFFERENT-RADIAL-BASIS-FUNCTIONS-FOR-INFILTRATION-FROM-PERIODIC-FLAT-CHANNELSJP-Journal-of-Heat-and-Mass-Transfer.pdf] Text
1162.DIFFERENT-RADIAL-BASIS-FUNCTIONS-FOR-INFILTRATION-FROM-PERIODIC-FLAT-CHANNELSJP-Journal-of-Heat-and-Mass-Transfer.pdf
Restricted to Registered users only

Download (406kB) | Request a copy

Abstract

In this study, a problem involving steady water infiltration flow from periodic flat channels is considered. The governing equation of the problem is the Richards equation, which can be studied more conveniently by transforming the equation into a modified Helmholtz equation. A dual reciprocity method (DRM) is employed to solve the modified Helmholtz equation, subject to a set of boundary conditions, using different types of radial basis functions. Numerical solutions are then analyzed by comparing the solutions with the corresponding analytic solutions to obtain more suitable radial basis functions.

Item Type: Other
Uncontrolled Keywords: Dual reciprocity method; Infiltration; Modified Helmholtz equation; Radial basis functions
Subjects: Q Science > QA Mathematics
Divisions: Faculty of Mathematics and Natural Sciences > Mathematics Department
Depositing User: Masrumi Fathurrohmah
Date Deposited: 05 Jun 2024 07:31
Last Modified: 05 Jun 2024 07:31
URI: https://ir.lib.ugm.ac.id/id/eprint/2422

Actions (login required)

View Item
View Item