矿冶工程
礦冶工程
광야공정
2014年
4期
11-15
,共5页
王泽伟%彭康%徐欣%尚雪义
王澤偉%彭康%徐訢%尚雪義
왕택위%팽강%서흔%상설의
充填体下%顶底柱%开采参数%数值模拟
充填體下%頂底柱%開採參數%數值模擬
충전체하%정저주%개채삼수%수치모의
under cemented filling body%pillars%parameters of mining%FEM simulation
为了实现顶底柱安全回采,提高矿石利用率,利用三维有限元方法对不同参数下的胶结充填体下顶底柱进路开采进行了优选。分析了巷道开挖高度1.8 m、顶板充填体厚度为2.0 m和2.5 m两种情况下,巷道宽度从1.8 m到3.0 m各个结构参数的力学特点,利用最大主应力准则和塑性区贯通准则分别判断了巷道的合理宽度。结果显示,应用最大主应力准则时,顶板充填体厚度为2.0 m和2.5 m对应的合理的巷道宽度分别为2.2 m和2.2 m,应用塑性区贯通准则时,合理的巷道宽度分别为2.2 m和2.4 m。另外,对有限元的结果进行拟合得到了最大沉降与巷道宽度的二次函数关系,以及合理宽度、充填体抗拉强度和安全系数之间的关系,可直接指导实际设计与施工。
為瞭實現頂底柱安全迴採,提高礦石利用率,利用三維有限元方法對不同參數下的膠結充填體下頂底柱進路開採進行瞭優選。分析瞭巷道開挖高度1.8 m、頂闆充填體厚度為2.0 m和2.5 m兩種情況下,巷道寬度從1.8 m到3.0 m各箇結構參數的力學特點,利用最大主應力準則和塑性區貫通準則分彆判斷瞭巷道的閤理寬度。結果顯示,應用最大主應力準則時,頂闆充填體厚度為2.0 m和2.5 m對應的閤理的巷道寬度分彆為2.2 m和2.2 m,應用塑性區貫通準則時,閤理的巷道寬度分彆為2.2 m和2.4 m。另外,對有限元的結果進行擬閤得到瞭最大沉降與巷道寬度的二次函數關繫,以及閤理寬度、充填體抗拉彊度和安全繫數之間的關繫,可直接指導實際設計與施工。
위료실현정저주안전회채,제고광석이용솔,이용삼유유한원방법대불동삼수하적효결충전체하정저주진로개채진행료우선。분석료항도개알고도1.8 m、정판충전체후도위2.0 m화2.5 m량충정황하,항도관도종1.8 m도3.0 m각개결구삼수적역학특점,이용최대주응력준칙화소성구관통준칙분별판단료항도적합리관도。결과현시,응용최대주응력준칙시,정판충전체후도위2.0 m화2.5 m대응적합리적항도관도분별위2.2 m화2.2 m,응용소성구관통준칙시,합리적항도관도분별위2.2 m화2.4 m。령외,대유한원적결과진행의합득도료최대침강여항도관도적이차함수관계,이급합리관도、충전체항랍강도화안전계수지간적관계,가직접지도실제설계여시공。
In order to draw pillars safely and increase ore utilization, parameters of pillar robbing under cemented filling body was optimized via 3D-FEM. Based on the analysis of mechanical properties of underground roadway excavated 1.8 m high and ranging from 1.8 m to 3.0 m wide, with roof filling body 2.0 m and 2.5 m in thickness respectively, proper width for such roadway was respectively determined by using maximum principal stress theory and plastic zone connection criterion. Analysis results with the first theory showed that it is advisable for roadways with roof filling body 2.0 m and 2.5 m thick to be the same of 2.2 m wide. While the analysis with plastic zones connection criterion led to the advisable widths of 2. 2 m and 2. 4 m, respectively. Furthermore, the fitting of finite element method resulted in a quadratic function of the maximum subsidence and roadway width, as well as the relation among the advisable width, tensile strength of filling body and safety coefficient, which have great practical values for future design and construction.