In order to precisely predict the hazard degree of goaf(HDG), the RS-TOPSIS model was built based on the results of expert investigation. To evaluate the HDG in the underground mine, five structure size factors, i.e. ...In order to precisely predict the hazard degree of goaf(HDG), the RS-TOPSIS model was built based on the results of expert investigation. To evaluate the HDG in the underground mine, five structure size factors, i.e. goaf span, exposed area, goaf height, goaf depth, and pillar width, were selected as the evaluation indexes. And based on rough dependability in rough set(RS)theory, the weights of evaluation indexes were identified by calculating rough dependability between evaluation indexes and evaluation results. Fourty goafs in some mines of western China, whose indexes parameters were measured by cavity monitoring system(CMS), were taken as evaluation objects. In addition, the characteristic parameters of five grades' typical goafs were built according to the interval limits value of single index evaluation. Then, using the technique for order preference by similarity to ideal solution(TOPSIS), five-category classification of HDG was realized based on closeness degree, and the HDG was also identified.Results show that the five-category identification of mine goafs could be realized by RS-TOPSIS method, based on the structure-scale-effect. The classification results are consistent with those of numerical simulation based on stress and displacement,while the coincidence rate is up to 92.5%. Furthermore, the results are more conservative to safety evaluation than numerical simulation, thus demonstrating that the proposed method is more easier, reasonable and more definite for HDG identification.展开更多
A model of vibrating device coupling two pendulums (VDP) which is highly nonlinear was put forward to conduct vibration analysis. Based on energy analysis, dynamic equations with cubic nonlinearities were established ...A model of vibrating device coupling two pendulums (VDP) which is highly nonlinear was put forward to conduct vibration analysis. Based on energy analysis, dynamic equations with cubic nonlinearities were established using Lagrange's equation. In order to obtain approximate solution, multiple time scales method, one of perturbation technique, was applied. Cases of non-resonant and 1:1:2:2 internal resonant were discussed. In the non-resonant case, the validity of multiple time scales method is confirmed, comparing numerical results derived from fourth order Runge-Kutta method with analytical results derived from first order approximate expression. In the 1:1:2:2 internal resonant case, modal amplitudes of Aa1 and Ab2 increase, respectively, from 0.38 to 0.63 and from 0.19 to 0.32, while the corresponding frequencies have an increase of almost 1.6 times with changes of initial conditions, indicating the existence of typical nonlinear phenomenon. In addition, the chaotic motion is found under this condition.展开更多
传统有限元法对大坝-不规则地基-库水系统进行建模时存在一定的局限性。基于ABAQUS二次开发接口,实现了比例边界有限元方法(scaled boundary finite element method,SBFEM)与八叉树网格的结合,建立了一种考虑真实地形的高拱坝-不规则地...传统有限元法对大坝-不规则地基-库水系统进行建模时存在一定的局限性。基于ABAQUS二次开发接口,实现了比例边界有限元方法(scaled boundary finite element method,SBFEM)与八叉树网格的结合,建立了一种考虑真实地形的高拱坝-不规则地基-库水系统自动建模方法。利用构建的八叉树比例边界有限元法对某重力坝地震响应进行了数值验证。随后对NG5拱坝系统分别基于平整地基和不规则地基进行线弹性和非线性动力响应分析。结果表明:在地震作用下,相较于简化的平整地基拱坝系统,不规则地基拱坝系统坝顶与坝底横河向相对位移以及第一主应力峰值变化较大,分别增加了73.5%和103.6%;考虑拱坝横缝以及材料非线性的情况下,坝顶与坝底横河向相对位移以及顺河向相对位移和相对速度分别增加了43.9%、32.0%和56.6%,同时边缝的法向开度增加尤为显著,增加了388.9%和381.8%,开度峰值增加了105%,在应力和损伤方面,第一主应力峰值增加了81.6%,损伤较大的区域也沿着坝体底部进行了扩展。展开更多
基金Project(51074178)supported by the National Natural Science Foundation of ChinaProject(2011ssxt274)supported by the Graduated Students’ Research and Innovation Foundation of Central South University of China+1 种基金Project(2011QNZT087)supported by the Graduated Students’ Free Exploration Foundation of Central South University of ChinaProject(1343-76140000011)supported by Scholarship Award for Excellent Doctoral Student granted by Ministry of Education,China
文摘In order to precisely predict the hazard degree of goaf(HDG), the RS-TOPSIS model was built based on the results of expert investigation. To evaluate the HDG in the underground mine, five structure size factors, i.e. goaf span, exposed area, goaf height, goaf depth, and pillar width, were selected as the evaluation indexes. And based on rough dependability in rough set(RS)theory, the weights of evaluation indexes were identified by calculating rough dependability between evaluation indexes and evaluation results. Fourty goafs in some mines of western China, whose indexes parameters were measured by cavity monitoring system(CMS), were taken as evaluation objects. In addition, the characteristic parameters of five grades' typical goafs were built according to the interval limits value of single index evaluation. Then, using the technique for order preference by similarity to ideal solution(TOPSIS), five-category classification of HDG was realized based on closeness degree, and the HDG was also identified.Results show that the five-category identification of mine goafs could be realized by RS-TOPSIS method, based on the structure-scale-effect. The classification results are consistent with those of numerical simulation based on stress and displacement,while the coincidence rate is up to 92.5%. Furthermore, the results are more conservative to safety evaluation than numerical simulation, thus demonstrating that the proposed method is more easier, reasonable and more definite for HDG identification.
基金Projects(50574091, 50774084) supported by the National Natural Science Foundation of ChinaProject supported by the Priority Academic Program Development of Jiangsu Higher Education Institutions+1 种基金Project(CXLX12_0949) supported by Research and Innovation Project for College Graduates of Jiangsu Province, ChinaProject(2013DXS03) supported by the Fundamental Research Funds for the Central Universities, China
文摘A model of vibrating device coupling two pendulums (VDP) which is highly nonlinear was put forward to conduct vibration analysis. Based on energy analysis, dynamic equations with cubic nonlinearities were established using Lagrange's equation. In order to obtain approximate solution, multiple time scales method, one of perturbation technique, was applied. Cases of non-resonant and 1:1:2:2 internal resonant were discussed. In the non-resonant case, the validity of multiple time scales method is confirmed, comparing numerical results derived from fourth order Runge-Kutta method with analytical results derived from first order approximate expression. In the 1:1:2:2 internal resonant case, modal amplitudes of Aa1 and Ab2 increase, respectively, from 0.38 to 0.63 and from 0.19 to 0.32, while the corresponding frequencies have an increase of almost 1.6 times with changes of initial conditions, indicating the existence of typical nonlinear phenomenon. In addition, the chaotic motion is found under this condition.
文摘传统有限元法对大坝-不规则地基-库水系统进行建模时存在一定的局限性。基于ABAQUS二次开发接口,实现了比例边界有限元方法(scaled boundary finite element method,SBFEM)与八叉树网格的结合,建立了一种考虑真实地形的高拱坝-不规则地基-库水系统自动建模方法。利用构建的八叉树比例边界有限元法对某重力坝地震响应进行了数值验证。随后对NG5拱坝系统分别基于平整地基和不规则地基进行线弹性和非线性动力响应分析。结果表明:在地震作用下,相较于简化的平整地基拱坝系统,不规则地基拱坝系统坝顶与坝底横河向相对位移以及第一主应力峰值变化较大,分别增加了73.5%和103.6%;考虑拱坝横缝以及材料非线性的情况下,坝顶与坝底横河向相对位移以及顺河向相对位移和相对速度分别增加了43.9%、32.0%和56.6%,同时边缝的法向开度增加尤为显著,增加了388.9%和381.8%,开度峰值增加了105%,在应力和损伤方面,第一主应力峰值增加了81.6%,损伤较大的区域也沿着坝体底部进行了扩展。
