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As senior wrangler in 1854, Edward John Routh (1831-1907) was the man who beat James Clerk Maxwell in the Cambridge mathematics tripos. He went on to become a highly successful coach in mathematics at Cambridge, producing a total of twenty-seven senior wranglers during his career - an unrivalled achievement. In addition to his considerable teaching commitments, Routh was also a very able and productive researcher who contributed to the foundations of control theory and to the modern treatment of mechanics. This two-volume textbook, which first appeared in 1891-2 and is reissued here in the revised edition that was published between 1896 and 1902, offers extensive coverage of statics, providing formulae and examples throughout for the benefit of students. While the growth of modern physics and mathematics may have forced out the problem-based mechanics of Routh's textbooks from the undergraduate syllabus, the utility and importance of his work is undiminished.
Statics. --- Potential theory (Mathematics) --- Electrostatics. --- Elastic rods and wires.
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As senior wrangler in 1854, Edward John Routh (1831-1907) was the man who beat James Clerk Maxwell in the Cambridge mathematics tripos. He went on to become a highly successful coach in mathematics at Cambridge, producing a total of twenty-seven senior wranglers during his career - an unrivalled achievement. In addition to his considerable teaching commitments, Routh was also a very able and productive researcher who contributed to the foundations of control theory and to the modern treatment of mechanics. This two-volume textbook, which first appeared in 1891-2 and is reissued here in the revised edition that was published between 1896 and 1902, offers extensive coverage of statics, providing formulae and examples throughout for the benefit of students. While the growth of modern physics and mathematics may have forced out the problem-based mechanics of Routh's textbooks from the undergraduate syllabus, the utility and importance of his work is undiminished.
Statics. --- Potential theory (Mathematics) --- Electrostatics. --- Elastic rods and wires.
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Centrifugal force. --- Bars (Engineering) --- Elastic rods and wires. --- Vibration. --- Mathematical analysis. --- Strains and stresses.
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Shells (Engineering) --- Coques (ingénierie) --- Elastic rods and wires. --- Barres et fils élastiques
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Structural design --- Elastic rods and wires --- Constructions --- Barres et fils élastiques --- Calcul --- Barres et fils élastiques
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This volume describes engineering applications of the mechanics of deformable bodies and the elasticity theory relevant to them. It is concerned mainly with one-dimensional problems, which arise because either one of the dimensions of a body is much greater than the remaining two or the functions of two or three variables may be reduced to one variable.Problems of this type are of twofold importance. Firstly, many engineering problems can be described with sufficient accuracy just in this way. Secondly, unidimensional problems with known analytical solutions may serve either for testing numeri
539.4 --- Bars (Engineering) --- Structural analysis (Engineering) --- #KVIV:BB --- Architectural engineering --- Engineering, Architectural --- Structural mechanics --- Structures, Theory of --- Structural engineering --- Rods --- Elastic rods and wires --- Structural frames --- Strength. Resistance to stress --- 539.4 Strength. Resistance to stress
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“Materials for springs” is basically intended for engineers related to spring materials and technologies who graduated from metallurgical or mechanical engineering courses in technical high school, or in other higher engineering schools, as well as those who are related to the purchase or sales of spring materials. The first chapter introduces into the fundamental selection processes of spring materials including the information sources on materials database. It is followed by the basic mechanisms and theories of spring failures such as fatigue fracture, creep/stress relaxation and stress corrosion cracking of metallic materials. The focuses of the second chapter is put on ferrous and non-ferrous metallic materials, including some materials developed in these two decades, such as high strength automobile suspension steels etc. In the third and fourth chapters, polymer materials, FRP (Fiber Reinforced Plastics), ceramics and C/C composite materials are the main subject respectively. In the fifth chapter, lists of Japanese spring material manufacturers and their material grades being produced, comparisons of spring materials in the Japanese Industrial Standards with some other foreign standards, etc, are summarized.
Bars (Engineering) --- Springs (Mechanism) --- Rods --- Elastic rods and wires --- Structural frames --- Mechanical engineering. --- Materials. --- Engineering. --- Mechanical Engineering. --- Materials Science, general. --- Machinery and Machine Elements. --- Construction --- Industrial arts --- Technology --- Engineering --- Engineering materials --- Industrial materials --- Engineering design --- Manufacturing processes --- Engineering, Mechanical --- Machinery --- Steam engineering --- Materials --- Materials science. --- Machinery. --- Machines --- Manufactures --- Power (Mechanics) --- Mechanical engineering --- Motors --- Power transmission --- Material science --- Physical sciences --- Curious devices
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