Low-Speed Aerodynamics: from wing theory to panel methods
J. Katz, and A. Plotkin. McGraw-Hill series in aeronautical and aerospace engineering McGraw-Hill, New York, 1st edition, (1991)
Abstract
Description of Fluid Motion --
Choice of Coordinate System --
Pathlines, Streak Lines, and Streamlines --
Forces in a Fluid --
Integral Form of the Fluid Dynamic Equations --
Differential Form of the Fluid Dynamic Equations --
Dimensional Analysis of the Fluid Dynamic Equations --
Flow with High Reynolds Number --
Similarity of Flows --
Fundamentals of Inviscid, Incompressible Flow --
Angular Velocity, Vorticity, and Circulation --
Rate of Change of Vorticity --
Rate of Change of Circulation: Kelvin's Theorem --
Irrotational Flow and the Velocity Potential --
Boundary and Infinity Conditions --
Bernoulli's Equation for the Pressure --
Simply and Multiply Connected Regions --
Uniqueness of the Solution --
Vortex Quantities --
Two-Dimensional Vortex --
The Biot-Savart Law --
The Velocity Induced by a Straight Vortex Segment --
The Stream Function --
General Solution of the Incompressible, Potential Flow Equations --
Statement of the Potential Flow Problem --
The General Solution, Based on Green's Identity --
Summary: Methodology of Solution --
Basic Solution: Point Source --
Basic Solution: Point Doublet --
Basic Solution: Polynomials --
Two-Dimensional Version of the Basic Solutions --
Basic Solution: Vortex --
Principle of Superposition --
Superposition of Sources and Free Stream: Rankine's Oval --
Superposition of Doublet and Free Stream: Flow around a Cylinder --
Superposition of a Three-Dimensional Doublet and Free Stream: Flow around a Sphere --
Some Remarks about the Flow over the Cylinder and the Sphere.
%0 Book
%1 katz91:LSA
%A Katz, Joseph
%A Plotkin, Allen
%B McGraw-Hill series in aeronautical and aerospace engineering
%C New York
%D 1991
%I McGraw-Hill
%K usyd 76b10-airfoil-and-hydrofoil-theory
%T Low-Speed Aerodynamics: from wing theory to panel methods
%X Description of Fluid Motion --
Choice of Coordinate System --
Pathlines, Streak Lines, and Streamlines --
Forces in a Fluid --
Integral Form of the Fluid Dynamic Equations --
Differential Form of the Fluid Dynamic Equations --
Dimensional Analysis of the Fluid Dynamic Equations --
Flow with High Reynolds Number --
Similarity of Flows --
Fundamentals of Inviscid, Incompressible Flow --
Angular Velocity, Vorticity, and Circulation --
Rate of Change of Vorticity --
Rate of Change of Circulation: Kelvin's Theorem --
Irrotational Flow and the Velocity Potential --
Boundary and Infinity Conditions --
Bernoulli's Equation for the Pressure --
Simply and Multiply Connected Regions --
Uniqueness of the Solution --
Vortex Quantities --
Two-Dimensional Vortex --
The Biot-Savart Law --
The Velocity Induced by a Straight Vortex Segment --
The Stream Function --
General Solution of the Incompressible, Potential Flow Equations --
Statement of the Potential Flow Problem --
The General Solution, Based on Green's Identity --
Summary: Methodology of Solution --
Basic Solution: Point Source --
Basic Solution: Point Doublet --
Basic Solution: Polynomials --
Two-Dimensional Version of the Basic Solutions --
Basic Solution: Vortex --
Principle of Superposition --
Superposition of Sources and Free Stream: Rankine's Oval --
Superposition of Doublet and Free Stream: Flow around a Cylinder --
Superposition of a Three-Dimensional Doublet and Free Stream: Flow around a Sphere --
Some Remarks about the Flow over the Cylinder and the Sphere.
%7 1st
%@ 9780070504462
@book{katz91:LSA,
abstract = {{Description of Fluid Motion --
Choice of Coordinate System --
Pathlines, Streak Lines, and Streamlines --
Forces in a Fluid --
Integral Form of the Fluid Dynamic Equations --
Differential Form of the Fluid Dynamic Equations --
Dimensional Analysis of the Fluid Dynamic Equations --
Flow with High Reynolds Number --
Similarity of Flows --
Fundamentals of Inviscid, Incompressible Flow --
Angular Velocity, Vorticity, and Circulation --
Rate of Change of Vorticity --
Rate of Change of Circulation: Kelvin's Theorem --
Irrotational Flow and the Velocity Potential --
Boundary and Infinity Conditions --
Bernoulli's Equation for the Pressure --
Simply and Multiply Connected Regions --
Uniqueness of the Solution --
Vortex Quantities --
Two-Dimensional Vortex --
The Biot-Savart Law --
The Velocity Induced by a Straight Vortex Segment --
The Stream Function --
General Solution of the Incompressible, Potential Flow Equations --
Statement of the Potential Flow Problem --
The General Solution, Based on Green's Identity --
Summary: Methodology of Solution --
Basic Solution: Point Source --
Basic Solution: Point Doublet --
Basic Solution: Polynomials --
Two-Dimensional Version of the Basic Solutions --
Basic Solution: Vortex --
Principle of Superposition --
Superposition of Sources and Free Stream: Rankine's Oval --
Superposition of Doublet and Free Stream: Flow around a Cylinder --
Superposition of a Three-Dimensional Doublet and Free Stream: Flow around a Sphere --
Some Remarks about the Flow over the Cylinder and the Sphere.}},
added-at = {2017-06-29T07:13:07.000+0200},
address = {New York},
author = {Katz, Joseph and Plotkin, Allen},
biburl = {https://www.bibsonomy.org/bibtex/2ffe5bd124610a5662b70bf3abef78182/gdmcbain},
citeulike-article-id = {2441799},
edition = {1st},
interhash = {30442db007c6e121b21fc0d4c09f1f13},
intrahash = {ffe5bd124610a5662b70bf3abef78182},
isbn = {9780070504462},
keywords = {usyd 76b10-airfoil-and-hydrofoil-theory},
posted-at = {2008-02-28 10:10:38},
priority = {2},
publisher = {McGraw-Hill},
series = {McGraw-Hill series in aeronautical and aerospace engineering},
timestamp = {2019-02-28T23:43:29.000+0100},
title = {{Low-Speed Aerodynamics: from wing theory to panel methods}},
year = 1991
}