Year 2009,
Volume: 5 Issue: 1, 30 - 38, 01.04.2009
Abstract
Keywords
References
- Love A.E.H. (1944). A treatise on the mathematical theory of elasticity. 4th ed., New York: Dover Publications, Chapter XVIII-XIX, pp. 381-426.
- Timoshenko S. (1878-1972). Strength of materials. New York: Van Nostrand, [1955-56], 2:292-299.
- Green A.E., Laws N. (1966). “A general theory of rods”, Proceedings of the Royal Society of London, Series A, Mathematical and Physical Sciences, 293(1433):145-155.
- Costello GA. (1990). Theory of wire rope. Berlin: Springer.
- Velinsky S.A. (1981). Analysis of Wire Ropes with Complex Cross Sections, PhD Thesis, University of Illinois At Urban-Champaign.
- Durelli A.J. et.al. (1972). Strains and displacements on a steel wire strand, Naval Engineers Journal c.82:85-93.
- Utting WS, Jones N. (1987). The response of wire rope strands to axial tensile loads: Part I. Experimental results and theoretical predictions. International Journal of Mechanical Science 29(9): 605-19.
- Jiang W.G. et.al. (2000). A concise finite element model for three- layered straight wire rope strand. International Journal of Mechanical Sciences 42:63-86.
- Chien Chi-Hui, LeClair R.A., Costello G.A., (1988). Strength and Fatigue Life of Wire Rope. Mechanics Based Design of Structures and Machines 16(2):213-223.
- Nawrocki A., Labrosse M. (2000). A finite element model for simple straight wire rope strands. Computers and Structures 77:345-359.
- Elata D. et.al. (2004). The mechanical behavior of a wire rope with an independent wire rope core. International Journal of Solids and Structures 41:1157–1172.
Year 2009,
Volume: 5 Issue: 1, 30 - 38, 01.04.2009
Abstract
Lineer olmayan kinematik denge denklemleri Love’nin 1944’de elastisite üzerine yazdığı ünlü klasik inceleme tezinde verilmiştir. Çalışmaların çoğu iyi bilinen kiriş teorisi üzerine kurulmuş olup sürtünme etkisi birçok analitik modelde ihmal edilmiştir. Bu makalenin amacı tel demetine ait gerçekçi bir üç boyutlu yapısal modelin ve sürtünme ve kayma etkilerinin yer aldığı bir analiz modelinin oluşturulmasıdır. Eksenel yükleme ve makara üzerine eğilme problemleri nümerik olarak oluşturulan yeni üç boyutlu model ile çözülmüş ve nümerik sonuçlar sunulmuştur. Daha sonra ise çift helis kullanarak tel halat modellemesi izah edilmiştir
References
- Love A.E.H. (1944). A treatise on the mathematical theory of elasticity. 4th ed., New York: Dover Publications, Chapter XVIII-XIX, pp. 381-426.
- Timoshenko S. (1878-1972). Strength of materials. New York: Van Nostrand, [1955-56], 2:292-299.
- Green A.E., Laws N. (1966). “A general theory of rods”, Proceedings of the Royal Society of London, Series A, Mathematical and Physical Sciences, 293(1433):145-155.
- Costello GA. (1990). Theory of wire rope. Berlin: Springer.
- Velinsky S.A. (1981). Analysis of Wire Ropes with Complex Cross Sections, PhD Thesis, University of Illinois At Urban-Champaign.
- Durelli A.J. et.al. (1972). Strains and displacements on a steel wire strand, Naval Engineers Journal c.82:85-93.
- Utting WS, Jones N. (1987). The response of wire rope strands to axial tensile loads: Part I. Experimental results and theoretical predictions. International Journal of Mechanical Science 29(9): 605-19.
- Jiang W.G. et.al. (2000). A concise finite element model for three- layered straight wire rope strand. International Journal of Mechanical Sciences 42:63-86.
- Chien Chi-Hui, LeClair R.A., Costello G.A., (1988). Strength and Fatigue Life of Wire Rope. Mechanics Based Design of Structures and Machines 16(2):213-223.
- Nawrocki A., Labrosse M. (2000). A finite element model for simple straight wire rope strands. Computers and Structures 77:345-359.
- Elata D. et.al. (2004). The mechanical behavior of a wire rope with an independent wire rope core. International Journal of Solids and Structures 41:1157–1172.
There are 11 citations in total.
Details
| Primary Language | Turkish |
|---|---|
| Journal Section | Articles |
| Authors | |
| Publication Date | April 1, 2009 |
| Published in Issue | Year 2009 Volume: 5 Issue: 1 |