1. Use the general definitions to derive the relation between the Moist Unit Weight, Specific Gravity of Solids, Moisture Content, and Void Ratio: G,Y»(1+w) Y = 1+e Note: Apply the Rule of Thumb 2. Derive the relation between Moist Unit Weight, Specific Gravity of Solids, Degree of Saturation, and Void Ratio. (Hint: Use the relation G, · w = e · S) 3. Derive an expression the buoyant unit weight (yp) in terms of the dry unit weight (Ya), the porosity (n), and the unit weight of water (yw). YB = Ya + Yw(n – 1)

Structural Analysis
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Author:KASSIMALI, Aslam.
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Chapter2: Loads On Structures
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1. Use the general definitions to derive the relation between the Moist Unit
Weight, Specific Gravity of Solids, Moisture Content, and Void Ratio:
G,Y»(1+w)
Y =
1+e
Note: Apply the Rule of Thumb
2. Derive the relation between Moist Unit Weight, Specific Gravity of Solids,
Degree of Saturation, and Void Ratio. (Hint: Use the relation G, · w = e · S)
3. Derive an expression the buoyant unit weight (yp) in terms of the dry unit
weight (Ya), the porosity (n), and the unit weight of water (yw).
Yb = Yd + Yw(n – 1)
Transcribed Image Text:1. Use the general definitions to derive the relation between the Moist Unit Weight, Specific Gravity of Solids, Moisture Content, and Void Ratio: G,Y»(1+w) Y = 1+e Note: Apply the Rule of Thumb 2. Derive the relation between Moist Unit Weight, Specific Gravity of Solids, Degree of Saturation, and Void Ratio. (Hint: Use the relation G, · w = e · S) 3. Derive an expression the buoyant unit weight (yp) in terms of the dry unit weight (Ya), the porosity (n), and the unit weight of water (yw). Yb = Yd + Yw(n – 1)
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