Submerged Unit Weight Formula:
Definition: This calculator determines the effective weight of soil per unit volume when submerged in water, considering weighted friction angle and internal friction angle.
Purpose: It helps geotechnical engineers analyze soil stability under submerged conditions.
The calculator uses the formula:
Where:
Explanation: The weighted friction angle and saturated unit weight are multiplied, then divided by the internal friction angle to get the submerged unit weight.
Details: Accurate calculation is crucial for designing foundations, retaining walls, and other structures in submerged conditions.
Tips: Enter all three parameters with ±5% accuracy. Values must be greater than zero.
Q1: What is weighted friction angle?
A: It's an effective measure combining materials' friction properties and their relative contributions in geotechnical analysis.
Q2: How is saturated unit weight different from submerged unit weight?
A: Saturated unit weight includes water in pores, while submerged unit weight considers buoyancy effects.
Q3: Why is internal friction angle important?
A: It measures soil's shear strength due to friction between particles.
Q4: What units should I use?
A: The calculator works with consistent units (N/m³ for weights, radians for angles).
Q5: How accurate are the results?
A: Results are theoretical estimates; field conditions may vary by ±5% or more.