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Strong form meshless implementation of Taylor series method
A. Karamanli
*
,
A. Mugan
*
Corresponding author for this work
Department of Mechanical Engineering
Istanbul Technical University
Research output
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Contribution to journal
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Article
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peer-review
10
Citations (Scopus)
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Dive into the research topics of 'Strong form meshless implementation of Taylor series method'. Together they form a unique fingerprint.
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Keyphrases
Strong Form
100%
Taylor Series Method
100%
Meshless
100%
Smoothed Particle Hydrodynamics
50%
Analytical Solution
16%
CPU Time
16%
Analytical Results
16%
Differential Transform Method
16%
Taylor Expansion
16%
Particle Distribution
16%
Non-homogeneous Problem
16%
Error Norm
16%
Convergence Property
16%
Nonsmooth
16%
L2 Error
16%
Meshless Approach
16%
2D Laplace Equation
16%
Nonhomogeneous Term
16%
Second Order Ordinary Differential Equations
16%
Mathematics
Series Method
100%
Taylor Series
100%
Strong Form
100%
Basis Function
33%
Transform Method
16%
Convergence Property
16%
Second-Order Ordinary Differential Equation
16%
Taylor Series Expansion
16%
Laplace Equation
16%
Engineering
Taylor Series Method
100%
Strong Form
100%
Basis Function
33%
Taylor Series Expansion
16%
Error Norm
16%
Convergence Property
16%
Laplace Equation
16%