Description

Book Synopsis
This 1961 book presents a concise and systematic treatment of two-dimensional subsonic, inviscid fluid motion and its aeronautical applications. The text provides an extensive account of mixed boundary-value problems and treats such examples of these problems as occur in ventilated wind-tunnel theory, jet-flap theory and unsteady Hemholtz motions.

Table of Contents
Preface; List of principal symbols; Part I. Fluid Motion Theory: 1. Introductory theory; 2. General theory of two-dimensional flow; Part II. Complex Variable Theory: 3. Cauchy integrals and their application to harmonic function boundary value problems; 4. Mixed and periodic boundary conditions; 5. Conformal mapping; Part II. Applications: 6. General account of methods: sources, doublets and vortices; 7. Flow in channels; 8. Aerofoil theory; 9. Unsteady aerofoil theory; 10. Flow past semi-infinite profiles; 11. Wakes and cavities; 12. Cascades of aerofoils; 13. Lifting aerofoils in channels; 14. Unsteady motion of aerofoils in channels and jets; Concluding remarks; References; Index.

The Theory of Subsonic Plane Flow

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    A Paperback by L. C. Woods

    15 in stock


      View other formats and editions of The Theory of Subsonic Plane Flow by L. C. Woods

      Publisher: Cambridge University Press
      Publication Date: 6/9/2011 12:00:00 AM
      ISBN13: 9780521283199, 978-0521283199
      ISBN10: 0521283191

      Description

      Book Synopsis
      This 1961 book presents a concise and systematic treatment of two-dimensional subsonic, inviscid fluid motion and its aeronautical applications. The text provides an extensive account of mixed boundary-value problems and treats such examples of these problems as occur in ventilated wind-tunnel theory, jet-flap theory and unsteady Hemholtz motions.

      Table of Contents
      Preface; List of principal symbols; Part I. Fluid Motion Theory: 1. Introductory theory; 2. General theory of two-dimensional flow; Part II. Complex Variable Theory: 3. Cauchy integrals and their application to harmonic function boundary value problems; 4. Mixed and periodic boundary conditions; 5. Conformal mapping; Part II. Applications: 6. General account of methods: sources, doublets and vortices; 7. Flow in channels; 8. Aerofoil theory; 9. Unsteady aerofoil theory; 10. Flow past semi-infinite profiles; 11. Wakes and cavities; 12. Cascades of aerofoils; 13. Lifting aerofoils in channels; 14. Unsteady motion of aerofoils in channels and jets; Concluding remarks; References; Index.

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