MLPG Method Based on Moving Kriging Interpolation for Solving Convection-Diffusion Equations with Integral Condition

ผศ.ดร.นิติมา อัจฉริยะโพธา

Repository Home
→
KMUTT LIBRARY
→
Research
→
View Item

dc.contributor.author	ผศ.ดร.นิติมา อัจฉริยะโพธา
dc.date.accessioned	2022-04-19T05:31:27Z
dc.date.available	2022-04-19T05:31:27Z
dc.date.issued	2015
dc.identifier.citation	รัตนา รุ่งศิริสกุล,ชัยรัตน์ เตชวุฒิพรและ พนิดา บุญฤทธ์ิธงไชย. (2015).ศึกษาสภาวะการอบแห้งที่เหมาะสมจากเตาต้นแบบต่อปริมาณสารออกฤทธิ์ของดอกคาร์โมมายล์. Agricultural Sci. J. 46(3)(Suppl.): 861-863
dc.identifier.uri	https://modps76.lib.kmutt.ac.th/xmlui//handle/123456789/1681
dc.identifier.uri	http://sci-database.hcu.ac.th/science/file/rsID100_F1_20160810113925.pdf
dc.description.abstract	A formulation of the meshless local Petrov–Galerkin (MLPG) method based on the moving kriging interpolation (MK) is presented in this paper. The method is used for solving time-dependent convection–diffusion equations in two-dimensional spaces with the Dirichlet, Neumann, and non-local boundary conditions on a square domain. The method is developed based on the moving kriging interpolation method for constructing shape functions which have the Kronecker delta property. In the method, the test function in each sub-domain is chosen as the indicator function. The Crank–Nicolson method is chosen for temporal discretization. Two test problems are presented which demonstrate the easiness and accuracy of this method as shown by the relative error.
dc.subject	เบต้าแคโรทีน
dc.subject	ชาดอกคาร์โมมายล
dc.title	MLPG Method Based on Moving Kriging Interpolation for Solving Convection-Diffusion Equations with Integral Condition
dc.title.alternative	Optimization of Drying Process Condition of Chamomile (Matricaria chamomilla L.) Using Developed Prototype Dryer on Bioactive Compound
dc.type	Article