Author
Listed:
- X. S. Hu
(Qinghai University, Department of Hydraulic and Electric Power Engineering
the Chinese Academy of Sciences, Study Center of Ecological, Northwest Plateau Institute of Biology)
- G. C. Chen
(the Chinese Academy of Sciences, Study Center of Ecological, Northwest Plateau Institute of Biology)
- G. R. Li
(Qinghai University, Department of Hydraulic and Electric Power Engineering)
- H. L. Zhu
(Qinghai University, Department of Hydraulic and Electric Power Engineering)
- X. Q. Mao
(Qinghai University, Department of Hydraulic and Electric Power Engineering)
Abstract
The pull-resistance was determined by the in situ pull-out test for four two-year-old brush species, including Caragana korshinskii, Antiplex canescens, Zygophyllum xanthoxylon, Nitraria tangutorum. The distribution characteristics of root system were studied and the slope protection effects of these brushes were analyzed. The results indicate that the main distribution type of root is straight root system, and the main branch roots distribute at a depth of 20’80cm underground. The order of the four brush species pull-resistance is Caragana korshinskii > Antiplex canescens > Nitraria tangutorum > Zygophyllum xanthoxylon. There exists a power relation between pull-resistance anddiameter, a linear relation between pull-resistance and the branch root quantity, and a exponential relation between pull-resistance and plant height. Pull-resistance increases with biological indexes increasing, and the increasing extent of Caragana korshinskii and Antiplex canescens are bigger than Nitraria tangutorum and Zygophyllum xanthoxylon. Considering the distribution characteristics of root system and the mechanical effects, the Caragana korshinskii and Antiplex canescens should be selected for slope protection in frigid and arid-semiarid loess area, and the effect is perfect.
Suggested Citation
X. S. Hu & G. C. Chen & G. R. Li & H. L. Zhu & X. Q. Mao, 2007.
"Study on Mechanical Effects of Shrub Roots for Slope Protection,"
Springer Books, in: Computational Mechanics, pages 294-294,
Springer.
Handle:
RePEc:spr:sprchp:978-3-540-75999-7_94
DOI: 10.1007/978-3-540-75999-7_94
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