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Theoretical Derivation of a Peak Particle Velocity-Distance Law for the Prediction of Vibrations from Blasting

机译:爆破振动预测的峰值粒子速度-距离规律的理论推导

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摘要

I would like to suggest a theoretical justification for the mathematical structure of some laws for predicting the maximum particle velocity vibration from blasting operations in the light of some basic notions of elastic and anelastic wave theory. Within this point of view, in dimensionally correct expressions, the terms pertaining to the rock, to the blast and to the seismic wave become evident and recognisable. A law is presented that can be used to forecast the maximum particle velocity on the basis of some blast design and rock parameters. Four tests of the proposed law performed with real data sets seem to confirm fairly well its reliability.
机译:我想根据一些弹性和非弹性波理论的基本概念,为一些用于预测爆破操作中最大粒子速度振动的定律的数学结构提出理论上的证明。在这种观点下,在尺寸正确的表达方式中,与岩石,爆炸和地震波有关的术语变得显而易见且可识别。提出了一条规律,可以根据一些爆炸设计和岩石参数来预测最大粒子速度。用真实数据集对拟议法律进行的四项检验似乎很好地证实了其可靠性。

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