大连理工大学 工业装备结构分析国家重点实验室,大连,116024
网络首发:2013-10-15,
纸质出版:2007
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闫鸿浩, 李晓杰, 曲艳东, 等. 爆破振动速度测试精细分析[J]. 岩土力学, 2007,28(10).
YAN Hong-hao, LI Xiao-jie, QU Yan-dong, et al. Fine analysis of blasting vibration velocity testing[J]. 2007, 28(10).
闫鸿浩, 李晓杰, 曲艳东, 等. 爆破振动速度测试精细分析[J]. 岩土力学, 2007,28(10). DOI:
YAN Hong-hao, LI Xiao-jie, QU Yan-dong, et al. Fine analysis of blasting vibration velocity testing[J]. 2007, 28(10). DOI:
为确定爆破震动衰减规律,通常采用最大振动速度、最大单段药量、布点到爆区中心的距离这3个变量回归计算萨道夫斯基振动速度公式系数。为精细分析爆破振动衰减规律,用单段延时串联起爆网路,结合测试速度图谱的不同时刻最大值、对应单段药量、布点到不同孔位距离,依据一元线性回归原理计算出振动速度公式系数,为爆破振动测试提供了一种精细分析方法。
As a rule
to confirm blasting vibration attenuation rule
coefficients of the Sadov’s vibration formula can be regressed with three variables
namely
maximum vibration velocity
maximum charge amount per delay interval
distance between center of blasting area and measurement place. To confirm blasting vibration attenuation rule accurately
coefficients of the Sadovski vibration formula can be gained by use of the unary linear regression theory for per delay consecutive firing
with maximum velocity at different times
corresponding charge amount per delay interval
distance between measurement stationing and hole. A fine analysis method for blasting vibration testing is put forward.
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