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Write a 12 pages paper on shear testing in made ground. otechnicians and construction firms to determine the usability of Made Ground through the estimation of its strength and necessary properties (B
Write a 12 pages paper on shear testing in made ground. otechnicians and construction firms to determine the usability of Made Ground through the estimation of its strength and necessary properties (Bouazza et al., 1997). Made ground can be easily found all around us: they could be in the form of sandy, silt, clay and loamy soil (Bouazza et al., 1997). Shear Testing is a standardized laboratory test that has been used to detect the mechanical properties of Made ground, most especially its tensile strength (Woodward, 2005). Such a test is helpful in determining the usability of the ground and outlining the soil’s harmful contents that may make construction works on the ground impossible. In this case, serious consideration is given to the environmental impact of soil properties: how does the environment is affected by the constituents of a soil? Are there some harmful objects in the soil, for instance in brownfield and other abandoned property? (Geltman, 2000).
Shear Testing of Made Ground can be simply carried out by using the Direct Shear Test (Das, 2008). Information about the standard reference, test expectations, equipment, test procedures, test data and analysis are provided as follows:
Being the commonest method of discovering the tensile strength of soils, Direct Shear Test could help to estimate the angle of internal friction (Hillel, 1998). When plotting the shear stress against the horizontal displacement, the maximum, shear stress can be obtained. Therefore, after carrying out several vertical-confining stresses, it is possible to plot the maximum shear stress against the vertical confining stresses for each of the tests produced. Then a straight-line approximation of Mohr-Coulomb failure envelope curve could be drawn (Parry, 1995). And the shear strength of the soils under investigation could be estimated using the formula below:
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