On boundary value problems for the domain exterior to a thin or slender region
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Publication:761269
DOI10.1007/BF00944853zbMath0555.73058OpenAlexW2008947124MaRDI QIDQ761269
Publication date: 1983
Published in: ZAMP. Zeitschrift für angewandte Mathematik und Physik (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1007/bf00944853
boundary value problems in domains exterior to thin or slender regionscomplete uniform asymptotic expansion of Handelsman and KellerTuck's method
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Related Items (2)
Uniform asymptotic solutions for lamellar inhomogeneities in plane elasticity ⋮ Slender body expansions in potential theory along a finite straight line
Cites Work
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- The scattering of a scalar wave by a thin oblate body of revolution
- Uniform asymptotic solutions for the two-dimensional potential field problem with joining relations on the surface of a slender body
- Conformal Mapping of the Domain Exterior to a Thin Region
- Electromagnetic Scattering by a Slender Body of Revolution: Axially Incident Plane Wave
- Axially Symmetric Oseen Flow Past a Slender Body of Revolution
- The Electrostatic Potential Field About a Thin Oblate Body of Revolution
- Uniform Asymptotic Solutions for the Potential Field Around a Thin Oblate Body of Revolutions
- Uniform asymptotic solutions for potential flow about a slender body of revolution
- Stokes flow past a slender body of revolution
- The Scattering of a Scalar Wave by a Slender Body of Revolution
- Uniform Asymptotic Solutions for the Two-Dimensional Potential Field About a Slender Body
- Axially symmetric potential flow around a slender body
- The Electrostatic Field Around a Slender Conducting Body of Revolution
- Uniform Asymptotic Solutions for Potential Flow Around a Thin Airfoil and the Electrostatic Potential About a Thin Conductor
- Axial and transverse Stokes flow past slender axisymmetric bodies
- Line source distributions and slender-body theory
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