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A numerical scheme for multi-point special boundary-value problems and application to fluid flow through porous layers
M. A. Hajji
Department of Mathematical Sciences
Research output
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Contribution to journal
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Article
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peer-review
4
Citations (Scopus)
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Dive into the research topics of 'A numerical scheme for multi-point special boundary-value problems and application to fluid flow through porous layers'. Together they form a unique fingerprint.
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Mathematics
Fluid Flow
87%
Numerical Scheme
82%
Boundary Value Problem
61%
Vertex of a graph
51%
Velocity Profile
38%
Multi-point Boundary Value Problem
37%
Multilayer
36%
Finite Difference Approximation
34%
System of Nonlinear Equations
33%
Nonlinear Boundary Value Problems
30%
Porous Media
29%
Newton Methods
28%
Finite Difference
27%
Smoothness
24%
Adjacent
24%
Nonlinear Systems
23%
Exact Solution
23%
Numerical Solution
20%
Derivative
18%
Engineering & Materials Science
Boundary value problems
100%
Flow of fluids
80%
Newton-Raphson method
49%
Nonlinear equations
48%
Porous materials
44%
Multilayers
43%
Nonlinear systems
38%
Derivatives
36%