Search Results - "YOUNG, D. L"

Three-Dimensional Thermal Groundwater Analysis by Localized Meshless Method and Method of Characteristics by Young, D.-L., Hsiang, C. C., Noorizadegan, Amir, Yen, L. J.

“…AbstractThis paper aims to develop an accurate and efficient numerical model for three-dimensional transient thermal groundwater flow problems. The modified…”
Get full text

Novel meshless method for solving the potential problems with arbitrary domain by Young, D.L., Chen, K.H., Lee, C.W.

“…In this article, a non-singular and boundary-type meshless method in two dimensions is developed to solve the potential problems. The solution is represented…”
Get full text

Adaptive multilayer method of fundamental solutions using a weighted greedy QR decomposition for the Laplace equation by Shigeta, Takemi, Young, D.L., Liu, Chein-Shan

“…The mixed boundary value problem of the Laplace equation is considered. The method of fundamental solutions (MFS) approximates the exact solution to the…”
Get full text

Method of fundamental solutions with optimal regularization techniques for the Cauchy problem of the Laplace equation with singular points by Shigeta, Takemi, Young, D.L.

“…The purpose of this study is to propose a high-accuracy and fast numerical method for the Cauchy problem of the Laplace equation. Our problem is directly…”
Get full text

The method of fundamental solutions for 2D and 3D Stokes problems by Young, D.L., Jane, S.J., Fan, C.M., Murugesan, K., Tsai, C.C.

“…A numerical scheme based on the method of fundamental solutions (MFS) is proposed for the solution of 2D and 3D Stokes equations. The fundamental solutions of…”
Get full text

Applying the Method of Characteristics and the Meshless Localized Radial Basis Function Collocation Method to Solve Shallow Water Equations by Hsiang, C. C, Chou, C. K, Young, D. L, Sladek, J, Sladek, V

“…AbstractThis paper proposes an accurate and efficient numerical model by combining the method of characteristics (MOC) and the meshless localized radial basis…”
Get full text

Method of Fundamental Solutions for Three-Dimensional Exterior Potential Flows by Young, D. L, Chou, C. K, Chen, C. W, Lai, J. Y, Watson, D. W

“…AbstractThe method of fundamental solutions for solving three-dimensional potential flow problems with an unbounded domain is developed in this paper. Because…”
Get full text

Mathematical and numerical studies on meshless methods for exterior unbounded domain problems by Shigeta, Takemi, Young, D.L.

“…The method of fundamental solutions (MFS) is an efficient meshless method for solving boundary value problems in an exterior unbounded domain. The numerical…”
Get full text

Determination of Moisture Deficit and Heat Stress Tolerance in Corn Using Physiological Measurements and a Low‐Cost Microcontroller‐Based Monitoring System by Kebede, H, Fisher, D. K, Young, L. D

“…In the southern United States, corn production encounters moisture deficit coupled with high‐temperature stress, particularly during the reproductive stage of…”
Get full text

Numerical solution of three-dimensional backward heat conduction problems by the time evolution method of fundamental solutions by Tsai, C.H., Young, D.L., Kolibal, J.

“…The time evolution method of fundamental solutions (MFS) is proposed to solve three-dimensional backward heat conduction problems (BHCPs). The time evolution…”
Get full text

Singular meshless method using double layer potentials for exterior acoustics by YOUNG, D. L, CHEN, K. H, LEE, C. W

“…Time-harmonic exterior acoustic problems are solved by using a singular meshless method in this paper. It is well known that the source points cannot be…”
Get full text

The Derivation and Application of Fundamental Solutions for Unsteady Stokes Equations by Hsiao, C-H., Young, D.-L.

“…In this paper, two formulations in explicit form to derive the fundamental solutions for two and three dimensional unsteady unbounded Stokes flows due to a…”
Get full text

A novel mesh regeneration algorithm for 2D FEM simulations of flows with moving boundary by Yang, F.-L., Chen, C.H., Young, D.L.

“…A novel mesh regeneration algorithm is proposed to maintain the mesh structure during a finite element simulation of flows with moving solid boundary. With the…”
Get full text

Time-dependent fundamental solutions for homogeneous diffusion problems by Young, D.L., Tsai, C.C., Murugesan, K., Fan, C.M., Chen, C.W.

“…This paper describes the applications of the method of fundamental solutions (MFS) for 1-, 2- and 3-D diffusion equations. The time-dependent fundamental…”
Get full text

Regularized solutions with a singular point for the inverse biharmonic boundary value problem by the method of fundamental solutions by Shigeta, Takemi, Young, D.L.

“…Two numerical methods for the Cauchy problem of the biharmonic equation are proposed. The solution of the problem does not continuously depend on given Cauchy…”
Get full text

The Eulerian–Lagrangian method of fundamental solutions for two-dimensional unsteady Burgers’ equations by Young, D.L., Fan, C.M., Hu, S.P., Atluri, S.N.

“…The Eulerian–Lagrangian method of fundamental solutions is proposed to solve the two-dimensional unsteady Burgers’ equations. Through the Eulerian–Lagrangian…”
Get full text

Simulations of Asymmetric Flow Structures around a Moving Sphere at Moderate Reynolds Number by Young, D.-L., Wu, C.-S., Wu, C., Lin, Y.-C.

“…The evolution of asymmetric leeward-side flow structures around a moving sphere in the viscous flow is investigated. Simulations are carried out to investigate…”
Get full text

Search for improved transparent conducting oxides: A fundamental investigation of CdO, Cd2SnO4, and Zn2SnO4 by Coutts, T. J., Young, D. L., Li, X., Mulligan, W. P., Wu, X.

“…The bulk of developmental work on transparent conducting oxides (TCOs) has been somewhat empirical. This statement applies both to more familiar materials such…”
Get full text

Numerical solution of three-dimensional velocity-vorticity Navier-Stokes equations by finite difference method by Lo, D. C., Murugesan, K., Young, D. L.

“…This paper describes the finite difference numerical procedure for solving velocity–vorticity form of the Navier–Stokes equations in three dimensions. The…”
Get full text

Arbitrary Lagrangian–Eulerian finite element analysis of free surface flow using a velocity–vorticity formulation by Lo, D.C., Young, D.L.

“…This paper describes the application of velocity–vorticity formulation of the Navier–Stokes equations for two-dimensional free surface flow using an arbitrary…”
Get full text