نتایج جستجو برای: difference in difference method

تعداد نتایج: 17253567  

Journal: :J. Applied Mathematics 2011
Salman S. Nourazar Meisam Habibi Matin M. Simiari

The nonlinear two-dimensional forced-convection boundary-layer magneto hydrodynamic MHD incompressible flow of nanofluid over a horizontal stretching flat plate with variable magnetic field including the viscous dissipation effect is solved using the homotopy perturbation method HPM . In the present work, our results of the HPM are compared with the results of simulation using the finite differ...

2001
Robert W. Clayton

Reciprocity is applied to the situation where numerical simulations are needed for a number of source locations but relatively a few receiver positions. By invoking source-receiver reciprocity, the number of simulations can be generally reduced to three times the number of receiver positions. The procedure is illustrated for a heterogeneous medium with both single-force and double-couple source...

Journal: :Simulation Modelling Practice and Theory 2007
Niall M. McMahon Martin Crane Heather J. Ruskin L. Crane

As shown in previous papers, mathematical simulation can be useful in the design of drug delivery systems. We present a finite-difference approximation to the drug mass transfer rate from dissolving cylindrical drug-containing compacts, consisting of alternating layers of drug and inert material. Results are compared with a recent analytical solution to the same problem and with experiment. The...

Journal: :CoRR 2017
Alexander V. Evako

Generalized Fibonacci-like sequences appear in finite difference approximations of the Partial Differential Equations based upon replacing partial differential equations by finite difference equations. This paper studies properties of the generalized Fibonacci-like sequence . It is shown that this sequence is periodic with the period ( ) if | | .

Journal: :J. Comput. Physics 2011
Bengt Fornberg Erik Lehto

Radial basis functions (RBFs) are receiving much attention as a tool for solving PDEs because of their ability to achieve spectral accuracy also with unstructured node layouts. Such node sets provide both geometric flexibility and opportunities for local node refinement. In spite of requiring a somewhat larger total number of nodes for the same accuracy, RBF-generated finite difference (RBF-FD)...

2002
I. Z. MAT DARUS M. O. TOKHI

An investigation into the dynamic characterisation of a rectangular flexible plate structure is presented and a simulation algorithm characterising the behaviour of the plate is developed using finite difference methods. A thin, rectangular plate, with all edges clamped, is considered. The investigation is accomplished by varying the width over the length ratio of the plate. The algorithm is im...

2004
Jifeng Mao David C. Keezer Abhijit Chatterjee Sung Kyu Lim C. P. Wong Liming Mao Yanling Mao Sungjun Chun Sung-Hwan Min Vinu Govind Woopoung Kim Erdem Matoglu Jinwoo Choi Jinseong Choi Sidharth Dalmia Sujeet Vaidya Rohan Mandrekar Hideki Sasaki Amit Bavisi Tae Hong Kim Wansuk Yun Joongho Kim Krishna Srinivasan Yanfeng Chen Yandong Su

2013
R. LAKSHMI M. MUTHUSELVI

In this paper, Numerical Methods for solving ordinary differential equations, beginning with basic techniques of finite difference methods for linear boundary value problem is investigated. Numerical solution is found for the boundary value problem using finite difference method and the results are compared with analytical solution. MATLAB coding is developed for the finite difference method. T...

2006
Sean McNamara Martin Strauß Florian Zeller Hans J. Herrmann

Dense phase pneumatic conveying has been investigated through simulation, using a discrete element approach for the granular particles and a finite difference method for the pressure field. Both horizontal and vertical conveying are studied and compared. Studies of single plugs or slugs promise to give insight into the performance of pneumatic conveying systems.

2007
Jianming Liu Zhizhong Sun Z. Z. Sun

In this paper, we present a numerical approach to a class of nonlinear reactiondiffusion equations with nonlocal Robin type boundary conditions by finite difference methods. A second-order accurate difference scheme is derived by the method of reduction of order. Moreover, we prove that the scheme is uniquely solvable and convergent with the convergence rate of order two in a discrete L2-norm. ...

نمودار تعداد نتایج جستجو در هر سال

با کلیک روی نمودار نتایج را به سال انتشار فیلتر کنید