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首页> 外文期刊>Journal of the Institution of Engineers (India). Mining Engineering Division >Magnitude of Vibration vis-a-vis Charge per Delay and Total Charge
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Magnitude of Vibration vis-a-vis Charge per Delay and Total Charge

机译:每个延迟的振动量与总电荷的总和

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The sodo-eco- environmental constraints and increase of dwellings in and around the mine workings have very recently made the blasting activities to be of high risk in day-to-day excavation works. Vibration and noise having a geometric attenuation with respect to distance, sometimes poses problem in estimating its magnitude from the predicted best-fit propagation equation derived from wide range of data. Again, for same charge per delay, the attenuation characteristic varies with the change in total charge. This paper, explains that depending upon distance of concern, the magnitude of vibration depends not only on charge per delay (CD) but also on total charge (TC) and ratio between total charge and charge per delay (TCCD). Considering the widely accepted USBM square-root scaled distance predictor equation, the authors wanted to emphasise that after understanding the attenuation characteristics of blast induced vibration magnitudes, the data should be categorized into various suitable range of distances. Thereafter, predictor equations should be determined for each category of distance and with each charge parameter, namely, CD, TC and TCCD. The equation having least standard error of estimation (SEE) should be considered as the best-fit propagation equation for that range of distance. The best-fit propagation equation, thus derived, would enable the practicing mining engineers to have an optimum maximum allowable charge parameter to be blasted in a round and have a cost-effective and eco-friendly mining operation.
机译:矿山生态环境的局限性以及矿山作业中及其周围住宅的增加,最近使爆破活动在日常开挖工作中具有很高的风险。相对于距离具有几何衰减的振动和噪声有时在根据从广泛的数据范围中得出的预测的最佳拟合传播方程式估算其幅度时会造成问题。同样,对于每个延迟相同的电荷,衰减特性会随着总电荷的变化而变化。本文解释说,取决于关注的距离,振动的大小不仅取决于单位延迟的电荷(CD),还取决于总电荷(TC)以及总电荷与单位延迟的电荷之比(TCCD)。考虑到广为接受的USBM平方根标度距离预测器方程,作者想强调,在了解爆炸引起的振动幅度的衰减特性后,应将数据分类为各种合适的距离范围。此后,应针对每种距离类别和每种电荷参数(即CD,TC和TCCD)确定预测器方程。对于该距离范围,应将具有最小标准估计误差(SEE)的方程式视为最佳拟合传播方程式。由此推导出的最佳拟合传播方程式,将使有经验的采矿工程师能够具有最佳的最大允许装料参数,可进行全面爆破,并且具有成本效益高且生态友好的采矿作业。

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