Simplified design of building foundations / James Ambrose.
Material type:
TextNew York : Wiley, c1988Edition: 2nd edDescription: vii, 237 p. : ill. ; 26 cmContent type: - text
- unmediated
- volume
- 0471858986 (hbk.)
- 690.11 22 A.J.S
- TH2101 .A58 1988
| Item type | Current library | Collection | Call number | Status | Date due | Barcode | |
|---|---|---|---|---|---|---|---|
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Main library B8 | Faculty of Engineering & Technology (General) | 690.11 A.J.S (Browse shelf(Opens below)) | Available | 00012391 |
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| 690.0684 L.R.U Urban construction project management / | 690.0685 B.P.B BIM in principle and in practice / | 690.0685 M.C.O Operations management for construction / | 690.11 A.J.S Simplified design of building foundations / | 690.16 G.G.D Design and construction of concrete floors / | 690.21 A.M.S Structural defects reference manual for low-rise buildings / | 690.21 A.M.S Structural defects reference manual for low-rise buildings / |
"A Wiley-Interscience publication."
engineering bookfair2015
Includes index.
Bibliography: p. 189.
General Considerations in Foundation Design. -- Soil Properties and Foundation Behavior. -- Shallow Bearing Foundations. -- Deep Foundations. -- Horizontal Forces in Soils. -- Special Foundation Problems. -- Appendix A: Reinforced Concrete Design: Working Stress Method. -- Appendix B: Excerpts from the 1963 ACI Code. -- Appendix C: Building Code Requirements for Foundations. -- Study Aids. -- Answers to Selected Problems. -- Index. -- References. -- Glossary.
A fast guide to solving common design problems in building foundations, now in a new edition. Includes new material on settlements, soil modification, pole foundations, braced excavations, waterfront foundations, and slope stabilization. Written for those without full training as structural or design engineers, covering all the basics, including soil mechanics, design of common foundation elements, and the relations between building and foundation design, all supported by extensive illustrations. Mathematics is kept to a minimum, being generally restricted to simple algebra, plane geometry, and plane trigonometry.
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