In the optimal design of drainage systems in the basin, it is a matter of importance how to deal with hydrographs of water level in a lake as much as how to evaluate hydrographs of flood runnoff in a drainage basin faced to the lake. In the lake the flood water is concentrated from many watersheds through rivers, drainage channels and pumps, and discharged to sea by channels. Therefore, the hydrograph of water level at a point of the lake changes its shape greatly corresponding to the conditions of rainfall in the watersheds, wind in the lake and water level in the estuary.
First, a simple triangular model is proposed to simlate the hydrograph of water level at a point in the lake in this paper. The height of peak from the initial water level, the location and duration of the increased water level in the model at the point are estimated from the rainfall depth at an adjacent observatory by applying the linear regressional models of two and three variates ; and the initial water level and beginning point of the model are evaluated by random numbers from specific frequency distributions.
Next, an expedient method is considered to estimate the dimensions of the model of hydrograph,
WH, at a point from the rainfall depth,
BH, at an adjacent observatory under the conditions: that, no-corres-pondinding recording periods exist between
WH and
BH, but there exist corresponding Periods between
WH and
WM,
WM and
BM and
BM and
BH, in which
WM and BM mean water level and rainfall depth at the point
M, respectively.
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