A practical method for estimating the settlement of soft grounds including secondary compression has been proposed in the former papers (1979, 1980). The theory can exclude the difficulty that the vertical strain at 100% primary consolidation increases with the thickness of clay layer, owing to the secondary compression involved in the process of excess pore-water pressure dissipation, that is, during primary consolidation.The basic postulates, which were employed in the proposed equation in the former papers, are firstly reexamined. Among them, it is attempted to make clear the physical meaning of the following basic equations Δe=f(σ
υ, t) (i)Δe=Δe
p+Δe
s (ii) where σ
υ; vertical pressure, t; elapsed time, Δe; change in void ratio, Δe
p, Δe
s; void ratio changes due to primary consolidation and secondary compression, respectively. Eq. (i) is common with primary consolidation and secondary compression. As a result of the formulation by means of the both relations (i) and (ii), it is confirmed that the method proposed herein is in good agreement with the new concept of settlement which Bjerrum (1973) had brought out in analysis of settlement of structures in Norway. In addition, numerical investigations on the influences of several factors on the settlement versus time relations are performed by incorporating the experimental finding by Mesri (1973) that the ratio of the coefficient of secondary compression to the compression index, C
a/C
e(=R) is kept constant depending on the soil type into the basic equation. In numerical investigations, special emphasis is laid on the influence of the thickness of clay layer on settlement versus time curves.Computed time-settlement curves are compared with observations of settlement by Aboshi (1973) which are most reliable so far regarding the scale effect of one-dimensional consolidation of clay soil. This comparison suggests that the present theory will be valid especially for settlement prediction of soft grounds which exhibits predominant secondary compression.
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