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OverviewStill passive and for the most part uncontrollable, current systems intended to ensure the reliability and durability of engineering structures are still in their developmental infancy. They cannot make corrections or recondition materials, and most material and structural failures cannot be predicted. Accidents-and catastrophes-result.Physics of Strength and Fracture Control: Adaptation of Engineering Materials and Structures introduces a new physical concept in the science of the resistance of materials to external effects, a concept that opens completely new avenues for improving the strength and safety of engineered objects. Based on a thermodynamic equation of state of solids derived by the author, the approach provides a general methodology for treating all the physical and mechanical properties of materials, regardless of their nature and physical state. The author shows that this approach enables the control of the stressed-deformed state both to prevent failures and fractures and to promote them for easier shaping of materials. He uses this methodology to present and discuss non-traditional but practical ways of solving real-world problems. Of enormous theoretical and practical significance, this groundbreaking work ushers in a new stage in the science of material strength. It opens the door to systematic ways to design materials, control their operating properties, and predict their behavior under specific operating conditions. Full Product DetailsAuthor: Anatoly A. Komarovsky , Viktor P. Astakhov (Production Service Management Inc, Michigan, USA)Publisher: Taylor & Francis Inc Imprint: CRC Press Inc Dimensions: Width: 15.60cm , Height: 3.80cm , Length: 23.40cm Weight: 1.046kg ISBN: 9780849311512ISBN 10: 0849311519 Pages: 672 Publication Date: 17 September 2002 Audience: Professional and scholarly , Professional & Vocational Format: Hardback Publisher's Status: Out of Print Availability: Out of stock ![]() Table of ContentsAtomic Mechanics and AM-Bonds. Crystalline Solids in External Energy Fields. The Equation of State of the Solid. Validity of the Derived Equation of State of Solids. Time-Dependent Mechanical Behavior. Crystalline Material in Active Media. Fatigue: Physical Nature, Calculated Fatigue Life, Prevention, and Elimination. Fracture. The Control of Deformation and Fracture. Conclusions.ReviewsAuthor InformationTab Content 6Author Website:Countries AvailableAll regions |