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A potential based panel method for 2-D hydrofoils
Sakir Bal
Department of Naval Architecture and Marine Engineering
Research output
:
Contribution to journal
›
Article
›
peer-review
30
Citations (Scopus)
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Dive into the research topics of 'A potential based panel method for 2-D hydrofoils'. Together they form a unique fingerprint.
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Keyphrases
Potential-based
100%
2-D Hydrofoil
100%
Panel Method
100%
Free Surface
66%
Free Surface Condition
66%
NACA 4412
66%
Profile Type
66%
Joukowski
66%
Pressure Distribution
33%
Numerical Methods
33%
Doublet
33%
Green's Function
33%
Integral Equations
33%
Parametric Variation
33%
Hydrofoil
33%
Dirichlet
33%
Froude number
33%
Cavitation
33%
Source Strength
33%
Green's Theorem
33%
Constant Speed
33%
Neumann Boundary Condition
33%
Image Method
33%
Submergence Depth
33%
Hydrodynamic Analysis
33%
Velocity Potential
33%
Potential Flow Theory
33%
Free Surface Deformation
33%
Strength Distribution
33%
Pertubation
33%
Green Method
33%
Engineering
Panel Method
100%
Free Surface
100%
Hydrofoil
100%
Green's Functions
60%
Surface Condition
40%
Boundary Condition
40%
Good Agreement
20%
Numerical Methods
20%
Surface Deformation
20%
Dirichlet
20%
Submergence
20%
Froude Number
20%
Constant Speed
20%
Source Strength
20%
Velocity Potential
20%
Potential Flow Theory
20%
Strength Distribution
20%
Perturbation Velocity
20%
Pressure Distribution
20%
Numerical Analysis
20%