通过验潮站数据计算13个分潮的调和常数，并进行预报，求出余流-Calculated by the tide gauge data reconciliation constant influx of 13 points, and forecasting, residual current calculated

最小二乘法回报潮汐水位，根据dooson数回报潮汐，并计算调和常数，余水位，高潮和低潮的数值。-Least squares method returns tide level, tidal according dooson return number, and calculate the harmonic constants, values ​ ​ more than the water level, high tide and low tide.

利用 MSf，Q1，O1，K1，MS4，M6，N2，M2，S2，MK3，M4，P1，K2共13个分潮进行调和分析，计算调和常数。-Use MSf, Q1, O1, K1, MS4, M6, N2, M2, S2, MK3, M4, P1, K2 of 13 tidal harmonic analysis to calculate the harmonic constants.

利用Fortran进行二维潮波进行数值模拟，输出潮汐调和常数。-The 2-D tidal wave was simulated by using Fortran, the output of the tidal harmonic constants.