WANC Wei1,2TIAN Jie2,WANG Zhi-tao1,MA Dong-hui1,SU Jing-yu1
Abstract:
Fractal interpolation model for evaluation of seismic stability of slopes is proposed.Firstly,six keyfactors are selected as the factors for synthetic evaluation of slope seismic stability. In addition, because of fewstandard samples,fifty standard samples are produced by the way of stochastic interpolation on basis of classi-fication standard;Secondly,through calculating the fractal dimension of single index of seismic stability ofslopes,confirming the fractal dimension exponent evaluation of the index of single slope with the maximumlikelihood classification principle;Thirdly,adopting weighted summation value,this method calculates thelevel of the colligate estimation of multi-index of slope and establishes the fractal interpolation evaluation modelaccording to the relationship between the value of comprehensive evaluation of the samples and the experiencelevel; Finally,ten samples are evaluated.The results show that the fractal interpolation model results are rea-sonable and objective,and they have better reliability and stability so as to provide a new research method andidea for seismic stability of slopes.