Excise Equation Settlement For Free

Step 1: Find the present stress at the mid point of the clay layer (p0?) Step 2: Find the overconsolidation ratio (OCR) Overconsoidation ratio = past maximum stress/present stress. Past maximum stress is given to be 150 kN/m2. OCR = 150/85 = 1.76.

Therefore, to determine the settlements, it is necessary to know: the course of vertical stresses ?z with depth. The settlement-generating base stress ?1 = ?0 - ? ? h must be used, taking into consideration the stress reduction by the excavation unloading for the embedment depth of the foundations.

Therefore, to determine the settlements, it is necessary to know: the course of vertical stresses ?z with depth. The settlement-generating base stress ?1 = ?0 - ? ? h must be used, taking into consideration the stress reduction by the excavation unloading for the embedment depth of the foundations.

The settlement can be calculated by knowing the size of the dike, total load on the soil due to weight of the dike and the soil properties such as elastic modulus, Poisson's ratio, compression index, recompression index, secondary compression index, effective preconsolidation stress, coefficient of consolidation and

Consolidation Settlement Equations - YouTube YouTube Start of suggested clip End of suggested clip Get in font in order to find the settlement I'll just multiply the strain by the thickness of theMoreGet in font in order to find the settlement I'll just multiply the strain by the thickness of the clay layer I don't show that equation here but that's all we have to do is take the strain multiplied.

Worked Example Calculation of Settlement of Shallow Foundations at the Center Data. Dimensions of foundation 1.5m x 2m.A1 = 0.934. A2 = m' / n' (m'2 +n'2 + 1)0.5 F1 = (1/?)A0 + A1 = (1/?)0.760 + 0.934 = 0.539. F2 = (n'/2?) tan-1A2If = 0.755. Foundation Settlement.

Worked Example Calculation of Settlement of Shallow Foundations at the Center Data. Dimensions of foundation 1.5m x 2m.A1 = 0.934. A2 = m' / n' (m'2 +n'2 + 1)0.5 F1 = (1/?)A0 + A1 = (1/?)0.760 + 0.934 = 0.539. F2 = (n'/2?) tan-1A2If = 0.755. Foundation Settlement.