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根据“模糊数学在岩体质量综合评价中的应用”的基本方法(以下简称前文),编制了一个在SHARP PC-1500计算机上实现的BASlC程序,并以前文所载资料进行实例运算,结果是满意的。现介绍于后。 一、程序使用 程序中对不同的岩体结构类型,根据前文给出不同的权类型和权值。F=1为整体块状结构类,权值由1540-1544句给出;F=2为层状结构类,权值由1550-1554句给出;F=3为碎裂结构类,权值由1560-1564句给出;F=4为散体结构类,权值由1570-1574句给出。贴近度及元素集中度的检验标准,即前文中的α、Υ值,程序中令R=α=0.1 5,U=Υ=0.2,它们分别在1048、1478句中给出。在程序启动前,应明确评价岩体属于何种类型、权值是否需要修改,以及R、U值是否需要修改。
According to the basic method of “fuzzy mathematics application in the comprehensive evaluation of rock mass quality” (abbreviated as the previous article), a BASlC program implemented on a SHARP PC-1500 computer was compiled, and the data contained in the previous example was used for example calculation. The result was satisfied. Now introduced in the post. First, the use of procedures In the program for different types of rock mass structure, according to the previous article gives different types of weights and weights. F = 1 for the overall block structure class, the weight given by the 1540-1524 sentence; F = 2 for the layered structure class, the weight given by the 1550-1554 sentence; F = 3 for the fragment structure class, weight It is given by the 1560-1564 sentence; F=4 is the diffuse structure class, and the weight is given by the 1570-1574 sentence. The closeness and the element concentration test standards, that is, the α and Υ values in the previous text, are R=α=0.1 5 and U=Υ=0.2 in the program. They are given in sentences 1048 and 1478 respectively. Before the start of the program, it should be clearly evaluated what type of rock body is, whether the weights need to be modified, and whether the R and U values need to be modified.