Retaining walls; their design and construction . their values as previouslyfound \2C.(1 + + 2t/r) (1+A:V3) A>^ M 2\^^ ^; + c(l + A;V3) With R as given above, and noting that the expression V; (1 + WsWi + c after using the value of k as given in (91) is practicalh constantand equal to 3^^, this expression becomesm = ^*Table 27 gives a series of values of m for the several values oft/r and the height. Table 27 N 15 20 25 30 35 40 50 /r\ H V?. Va 1 It i


Retaining walls; their design and construction . their values as previouslyfound \2C.(1 + + 2t/r) (1+A:V3) A>^ M 2\^^ ^; + c(l + A;V3) With R as given above, and noting that the expression V; (1 + WsWi + c after using the value of k as given in (91) is practicalh constantand equal to 3^^, this expression becomesm = ^*Table 27 gives a series of values of m for the several values oft/r and the height. Table 27 N 15 20 25 30 35 40 50 /r\ H V?. Va 1 It is reasonable to expect that the laws governing the theory ofprobabilities hold here and that, therefore, the small errorsintroduced in the above approximations are fairly compensatory. Plate II.


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