Advanced Strength of Materials.

Format:

Book

Author/Creator:

Den Hartog, J. P. (Jacob Pieter), 1901-1989.

Series:

Dover Civil and Mechanical Engineering

Language:

English

Subjects (All):

Strength of materials.

Physical Description:

1 online resource (775 p.)

Edition:

1st ed.

Place of Publication:

Newburyport : Dover Publications, 2014.

Language Note:

English

Summary:

Four decades ago, J.P. Den Hartog, then Professor of Mechanical Engineering at Massachusetts Institute of Technology, wrote Strength of Materials, an elementary text that still enjoys great popularity in engineering schools throughout the world. Widely used as a classroom resource, it has also become a favorite reference and refresher on the subject among engineers everywhere.This is the first paperback edition of an equally successful text by this highly respected engineer and author. Advanced Strength of Materials takes this important subject into areas of greater difficulty, masterfully br

Contents:

Cover; Title Page; Copyright; Preface; Contents; Notation; CHAPTER I. TORSION; 1. Non-circular Prisms; 2. Saint-Venant's Theory; 3. Prandtl's Membrane Analogy; 4. Kelvin's Fluid-flow Analogy; 5. Hollow Sections; 6. Warping of the Cross Sections; 7. Round Shafts of Variable Diameter; 8. Jacobsen's Electrical Analogy; CHAPTER II. ROTATING DISKS; 9. Flat Disks; 10. Disks of Variable Thickness; 11. Disks of Uniform Stress; CHAPTER III. MEMBRANE STRESSES IN SHELLS; 12. General Theory; 13. Applications; 14. Shells of Uniform Strength; 15. Non-symmetrical Loading; CHAPTER IV. BENDING OF FLAT PLATES

16. General Theory17. Simple Solutions; Saint-Venant's Principle; 18. Circular Plates; 19. Catalogue of Results; 20. Large Deflections; CHAPTER V. BEAMS ON ELASTIC FOUNDATION; 21. General Theory; 22. The Infinite Beam; 23. Semi-infinite Beams; 24. Finite Beams; 25. Applications; Cylindrical Shells; CHAPTER VI. TWO-DIMENSIONAL THEORY OF ELASTICITY; 26. The Airy Stress Function; 27. Applications to Polynomials in Rectangular Coordinates; 28. Polar Coordinates; 29. Kirsch, Boussinesq, and Michell; 30. Plasticity; CHAPTER VII. THE ENERGY METHOD; 31. The Three Energy Theorems

32. Examples on Least Work33. Proofs of the Theorems; 34. Bending of Thin-walled Curved Tubes; 35. Flat Plates in Bending; CHAPTER VIII. BUCKLING; 36. Rayleigh's Method; 37. Coil Springs; Beams on Elastic Foundation; 38. Proof of Rayleigh's Theorem; 39. Vianello's or Stodola's Method; 40. Rings, Boiler Tubes, and Arches; 41. Twist-bend Buckling of Beams; 42. Buckling of Shafts by Torsion; 43. Twist Buckling of Columns; 44. Thin Flat Plates; CHAPTER IX. MISCELLANEOUS TOPICS; 45. Mohr's Circle for Three Dimensions; 46. Torsion of Pretwisted Thin-walled Sections

47. The Theorems of Biezeno and SpielvogelProblems; Answers to Problems; Index

Notes:

Description based upon print version of record.

ISBN:

0-486-13872-0

1-62198-636-5

OCLC:

864434214