Statics and strength of materials / H. W. Morrow and Robert P. Kokernak
Material type:
- 9780135034521
- TA 405 .M67 2011

Item type | Current library | Home library | Collection | Call number | Copy number | Status | Date due | Barcode | |
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National University - Manila | LRC - Main General Circulation | Civil Engineering | GC TA 405 .M67 2011 (Browse shelf(Opens below)) | c.1 | Available | NULIB000000075 |
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GC TA 403 .M36 2017 Materials for civil and construction engineers / | GC TA 403 .S65 2011 Foundations of materials science and engineering / | GC TA 405 .M67 2001 Statics and strength of materials / | GC TA 405 .M67 2011 Statics and strength of materials / | GC TA 405 .N37 2011 c.2 Schaum's outlines strength of materials / | GC TA 405 .N37 2014 Schaum's outlines strength of materials / | GC TA 405 .P45 2013 Mechanics of materials : an integrated learning system / |
Includes index.
1. Basic Concepts -- 2. Resultant of Concurrent Forces in a Plane -- 3. Equilibrium of Concurrent Forces in a Plane -- 4. Resultant of Nonconcurrent Forces in a Plane -- 5. Equilibrium of a Rigid Body -- 6. Force Analysis of Structures and Machines -- 7. Forces in Space -- 8. Friction -- 9. Center of Gravity, Centroids, and Moments of Inertia of Areas --10. Internal Reactions; Stress for Axial Loads -- 11. Strain for Axial Loads: Hooke's Law -- 12. Shear Stresses and Strains; Torsion -- 13. Shear Forces and Bending Moments in Beams -- 14. Bending and Shearing Stresses in Beams -- 15. Deflection of Beams Due to Bending -- 16. Combined Stresses and Mohr's Circle -- 17. Columns -- 18. Bolted, Riveted, and Welded Structural Connections.
This textbook presents the fundamental principles of statics and strength of materials including forces, resultant, components, reactions, analysis of trusses, strength of materials, stresses and strains, tensile testing of steel and basic mechanical properties, section properties for analysis and design, friction, shear and bending moment diagrams and theory of bending. The authors have covered topics that are concerned with the calculation of external (both applied and reactive) and internal forces or stresses that act on rigid bodies (and particles) in static equilibrium. A body is considered to be in static equilibrium if, under the action of externally applied forces, it remains stationary (or moves with constant velocity). This work also presents the fundamentals of mechanics of materials, studying the relationships between the external loads and the intensity of internal forces acting within the body.
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