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PERMFILE67045
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PERMFILE67045
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Last modified
8/24/2016 11:12:44 PM
Creation date
11/20/2007 9:40:41 PM
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DRMS Permit Index
Permit No
M2001035
IBM Index Class Name
Permit File
Doc Name
COPY OF PAGES FROM BOOK
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D
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Chapter 26 <br />GROUND VIBRATION <br />Source of Seismic Wares. When an explosive detonates is a~ <br />borehole, it generates an intense stress wave in the surrounding ~ <br />This crushes the rock around the borehole up to about one boreh~. <br />radius and permanently distorts and cracks it to several boreholtl~ <br />diameters. A schematic diagram of this process is shown in Figtt~. <br />26-A. ', <br />When the intensity of the stress waves is reduced so that there ig np~. <br />permanent deformation of the rock, the stress wave propageter, <br />through the rock in an elastic manner, that is, in such a manner that' <br />the rock particles are returned to their original position following fh!' <br />passage of the stress wave. ~~± <br />Kinds of Seismic Waves. Theoretical considerations have shown that <br />for an explosion in a spherical or infinitely long cylindrical borehole <br />only compressional waves aze possible in an ideal material without <br />~ ~ - ~ ~ <br />i~ ` l 1 / 1 ~ <br />~ \ Explosion Cavity ~ <br />` and Original r ~ <br />~\l Drlll Hol ~ / <br />~•--Blasl- CCU QP --~-- , <br />Fractured `~ ~~' <br />~_Zone ~ 1 <br />Crushed Zone ~ \~~ <br />/ Elastic <br />~ ` 1 4 i ~ Zone <br />~ .,. r <br />figure 2g-A. Schematic of the lreoturin9 end tleformet{on emund an exploeton in rock. <br />424 <br />Vibration and Air Blast <br />poundaries. In nonidea] materials and for cylindrical charges of finite <br />ton¢th, however, shear waves can also be directly produced from <br />axY,~~.,,..... <br />Compressional and shear waves are known as body waves. The <br />compressional waves travel through the rock by alternately compres- <br />aing and dilating the particles of rock through which they pass. These <br />waves travel in the same direction as the particles they push together <br />and pull apart. Their propagation velocity in rock typically exceeds <br />15,000 feet-par-second or more. Compressional waves can pass <br />through solids, liquids, or gases. <br />The shear waves travel through the earth by causing rock particles <br />W vibrate sideways or at right angles to the forward direction in <br />which the wave travels. Shear waves travel at about two-thirds of the <br />velocity of compressional waves. However, unlike compressional <br />waves, shear waves cannot pass through liquids or gases because <br />these materials have no shear resistance. <br />t-tfien curved compressional and shear waves impinge upon inter- <br />faces, such as the earth's surface, a very complicated process takes <br />place which gives rise to surface waves. The most common of the <br />surface waves is called the Raleigh wave. Because the surface waves <br />dfverge in only two dimensions in contrast to the three-dimensional <br />divergence of body waves, they decay more slowly with distance and <br />frequently dominate the ground motion at distances of several <br />hundred yards or more. <br />In addition to divergence nonelastic processes caused by the friction <br />of particles upon one another cause seismic waves to decrease in <br />intensity with distance. Scientific studies have shown that high- <br />frequency seismic energy is absorbed more readily than low-frequency <br />energy so that the energy content of seismic waves at large distances <br />is concentrated at low frequencies. <br />Duration of the Naves. Because the various kinds of seismic waves <br />travel at dif'Cerent speeds and interact in a complicated manner with <br />themselves and the material in which they travel, a blast which may <br />finish detonating in a few hundred milliseconds or less can produce <br />ground motion Cor several seconds at locations several hundred yazds <br />away. The lengthening of ground motion with distance is enhanced by <br />a process known as dispersion whereby the different frequencies com- <br />posing the various surface waves travel at different velocities. <br />Prediction of Vibration Levels. A simple power law formula has <br />been found useful in relating the weight of the explosive chazge and <br />its distance to the particle displacement, velocity, and acceleration. <br />The form of this equation to determine peak particle velocity is: <br />V = KW"'R-" <br />• V is the peak particle velocity (how fast the ground moves). <br />• K is the ground transmission constant, which is empirically deter- <br />425 <br />• <br />r <br />
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