[1] SAINT-VENANT, B. DE: Memoires des savants etrangers, Vol. 14, 1855. [2] BREDT, R.: Kritische Bemerkungen zur Drehungselastizitat. Z. VDl40 (1968) 785. [3] PRANDTL, L.: Zur Torsion von prismatischen Staben. Phys. Z. 4 (1903) 758. [4] FOPPL, A.: Der Drillingswiderstand von Walzeisentragern. Z. VDl61 (1917) 694. [5] FOPPL, A., and L. FOPPL: Drang und Zwang, Miinchen/Berlin: R. Oldenbourg 1928. [6] WEBER, C., and W. GUNTHER: Torsionstheorie, Braunschweig: Vieweg 1958. [7] TIMOSHENKO, S.: Einige Stabilitatsprobleme der Elastizitatstheorie. Z. Math. Phys. 58 (1910). [8] BACH, C. VON: Versuche iiber die tatsachliche Widerstandsfahigkeit von Balken mit [-fOrmigem Querschnitt. Z. VDI 1909, 1910. [9] MAILLART, R.: Zur Frage der Biegung. Schweiz. Bauztg. 77 (1921) 195. [10] EGGENSCHWYLER, A.: tiber die Festigkeitsberechnung von Schiebetoren und ahnlichen Bauwerken. Diss. E.T.H., 1921, Borna bei Leipzig: Robert Noske [11] WAGNER, H.: Verdrehung und Knickung von offenen Profilen. Festschrift 25 Jahre T.H. Danzig, 1929, or Luftf.-Forschg. 11 (1934) 329. [12] KAPPUS, R.: Drillknicken zentrisch gedriickter Stabe mit offenem Profil im elastischen Bereich. Luftf.-Forschg. 13 (1937) 444. [13] BORNSCHEUER, F.W.: Systematische Darstellung des Biege- und Verdrehvorganges unter besonderer Beriicksichtigung der W6lbkrafttorsion. Stahlbau 21 (1952) 1. (14) WANSLEBEN, F.: Die Theorie der Drillfestigkeit von Stahlbauteilen, K6ln: Stahlbau Verlag 1956. [15] HEILIG, R.: Der SchubverformungseinfluB auf die W6lbkrafttorsion von Staben mit offenem Profil. Stahlbau 30 (1961) 67. [16] GOODIER, J.N.: The Buckling of Compressed Bars by Torsion and Flexure. Cornell University, Engineering Experiment Station, Bulletin 27, 1941.

This comprehensive textbook focuses on the torsion in thin walled structures, highlights the nuances of the problems faced and succinctly discusses warping, bimoment, etc. Since in several thin walled structures, torsion is the only or dominant loading, this book addresses such unique structures as well. It provides a concise explanation of the warping properties and how they are evaluated. Thin walled structures with torsion as the preponderant loading are then treated using classical and finite element methods. No prior knowledge of the finite element method is required as the method is introduced from the basics. The same problem is worked out by both approaches so that the concepts are clearly understood by the readers. The book includes pedagogical features such as end-of-chapter questions and worked out examples to augment learning and self-testing. The book will be useful for graduate courses as well as for professional development coursework for structural engineers in the aerospace, mechanical, and civil engineering domains.

Structural analysis is the corner stone of civil engineering and all students must obtain a thorough understanding of the techniques available to analyse and predict stress in any structure. The new edition of this popular textbook provides the student with a comprehensive introduction to all types of structural and stress analysis, starting from an explanation of the basic principles of statics, normal and shear force and bending moments and torsion. Building on the success of the first edition, new material on structural dynamics and finite element method has been included.Virtually no prior knowledge of structures is assumed and students requiring an accessible and comprehensive insight into stress analysis will find no better book available. - Provides a comprehensive overview of the subject providing an invaluable resource to undergraduate civil engineers and others new to the subject - Includes numerous worked examples and problems to aide in the learning process and develop knowledge and skills - Ideal for classroom and training course usage providing relevant pedagogy

Flexural-Torsional Buckling of Structures provides an up-to-date, comprehensive treatment of flexural-torsional buckling and demonstrates how to design against this mode of failure. The author first explains the fundamentals of this type of buckling behavior and then summarizes results that will be of use to designers and researchers in either equation or graphical form. This approach makes the book an ideal text/reference for students in structural engineering as well as for practicing civil engineers, structural engineers, and constructional steel researchers and designers. The book begins by introducing the modern development of the theory of flexural-torsional buckling through discussions on the general concepts of equilibrium, total potential, virtual work, and buckling. It then continues with in-depth coverage of hand methods for solving buckling problems, the analysis of flexural-torsional buckling using the finite element method, and the buckling of different types of structural elements and frames composed of various elastic materials. Other topics addressed include the design and inelastic buckling of steel members. The book's final chapter considers a collection of special topics.