THE APPROACH Conventional embankment design practice calls for a factor of safety against base failure higher than 1, usually of the order of 1.5. Such factor of safety would exclude the construction of embankments in projects where no practical alternative exists. Moreover, as marine embankments are often less costly than structures on piles, there is considerable economic advantage in constructing them to the maximum possible extent. The approach used in the design and follow-up of construction of the embankments described in this paper differs from the conventional approach. In the four cases presented the design was not based on some fixed value of the factor of safety. The location of expected failure along the embankment axis was estimated, and as embankment construction came near this location, measurements were taken to obtain early warning of failure. As embankment construction proceeded beyond the location of the first appearance of failure, the extent and consequences of the failure were followed quantitatively. Construction was discontinued when the consequences of base failure exceeded a certain tolerable limit. This approach, allowing construction under a condition of a factor of safety less than 1, has been found satisfactory in the marine embankments discussed in this paper. In these projects,the soft clay supporting the embankment was of low sensitivity,a base failure could not cause damage to any adjoining structures,there was no construction alternative of a comparable cost andthe owner had been advised of the expected base failure. APPROXIMATE STABILITY EQUATION A stability equation based on simplifying assumptions is as follows (derivation is presented in Appendix, A):(Mathematical Equation available in fullpaper) where c is the average cohesion (equal to the shear strength) of the soft clay supporting the embankment; h1 and h2 are the heights of the embankment above and below water level, respectively, when failure is just starting; r1 and r2 are the unit weights of the embankment material above and below water level, respectively; s is the cotangent of the angle of the embankment slope with the horizontal; and d is the depth of the soft clay layer supporting the embankment. Simplifying assumptions are as follows:base failure develops along a single cylindical surface,axis of cylindrical Simplifying assumptions are as follows:base failure develops along a single cylindical surface,axis of cylindrical surface of failure passes through the toe of the slope of the embankment,radius of cylindrical surface is equal to the depth d of the soft layer,strength of soft clay is equal to cohesion (angle of internal friction is zero),embankment material offers no shear resistance andd ? (hl + h2) s. Assumption 1 is commonly accepted in stability problems involving sliding.