Retaining walls made of reinforced concrete (RC) must resist lateral earth pressures generated by the backfill. The magnitude of the active pressure depends on the soil unit weight (Ξ³), wall height (H), surcharge loads (q) and the soilβs shear strength parameters β cohesion (c) and angle of internal friction (Ο). Engineers first compute the coefficient of active earth pressure (K_a) using Rankineβs theory and then evaluate the pressure distribution along the wall.
The design of the stem focuses on ensuring that the concrete stresses stay within allowable limits. A common simplified approach equates the bending moment at the wall base to the resisting moment provided by the reinforced concrete section. The required stem thickness (t) is derived from equilibrium between the induced moment (M = ΟΒ·HΒ·b/2) and the flexural capacity of the RC section, which is a function of concrete compressive strength (f’c) and the chosen safety factor (FS).
Because the wall is a continuous element, additional checks for shear, cracking and reinforcement detailing are performed, but the primary sizing step is captured by the following formula.
How do I calculate the coefficient of active earth pressure (K_a) for a retaining wall?
What factors affect the active pressure on a retaining wall?
How do I determine the total active force acting on a retaining wall?
What is the purpose of cohesion in the context of retaining walls?
How does the height of the retaining wall affect the pressure distribution?
What is the significance of surcharge loads in retaining wall design?
How do I ensure the stability of an RC retaining wall against sliding and overturning?
Results are for informational purposes only and do not constitute professional advice.
