A method for prediction of shallow water tides

Xu Hanxing

doi:10.1007/BF02888390

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A method for prediction of shallow water tides

OriginalPaper | Updated：2023-05-16

- A method for prediction of shallow water tides
- A method for prediction of shallow water tides
- 海洋湖沼学报（英文） 1984年2卷第1期页码：34-48
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  This paper was published in Chinese in;Ocean. Limn. Sin.;1982,;13;(3): 207–217.
- DOI：10.1007/BF02888390
  中图分类号：
- 纸质出版：1984
- Accepted：
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A method for prediction of shallow water tides[J]. 海洋湖沼学报（英文）, 1984,2(1):34-48.

Hanxing, X. A method for prediction of shallow water tides., Chin. J. Ocean. Limnol. 2, 34–48 (1984). https://doi.org/10.1007/BF02888390
A method for prediction of shallow water tides[J]. 海洋湖沼学报（英文）, 1984,2(1):34-48. DOI： 10.1007/BF02888390.

Hanxing, X. A method for prediction of shallow water tides., Chin. J. Ocean. Limnol. 2, 34–48 (1984). https://doi.org/10.1007/BF02888390 DOI：

摘要

Abstract

This paper describes a new approach to tidal prediction

gives a brief description of harmonic: analysis method and introduces a tidal height model adopted recently by Shanghai Port. It is expected that this method will be valid for ports similar to Shanghai. Based on the tidal behavior in the shallow water area

significant tidal constituents have been selected in line with local conditions to form a model of tidal height computation

and the required span of data analysis was defined

resulting in a two-fold increase of the prediction accuracy. For non-periodical water level fluctuation a “Weather Chart Predicting Method” has been adopted

which is simple in operation and produces. comparatively good result. Based on the combination of the methods of analysis and prediction computation for periodical and non-periodical water level fluctuation

a one-day short-term tidal prediction is issued for navigation of ships serving the Shanghai Port

for flood-control

and for other purposes. The long-term prediction of periodical tides is issued annually

including the hourly tidal heights

the tidal hours and tidal heights of both low and high waters.

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references

Cartwright, D. E. and D. B. Catton, 1963. On the Fourier Analysis of Tidal Observations.International Hydrographical Review 40 (2): 113–125.

Doodson, A. T., 1928. The Analysis of Tidal Observations.Philosophical Transactions of the Royal Society of London A227: 223–279.

Dronkers, J. J., 1964. Tidal Computations in Rivers and Coastal Waters. North-Holland Publishing Company-Amsterdam, pp. 88–122.

Harris, D.L., N. A. Pore and R. A. Cummings, 1965. Tide and Tidal Current Prediction by High Speed Digital Computer.International Hydrographical Review 42 (1): 95–103.

Horn, W., 1960. Some Recent Approaches to Tidal Problems.ibid 37 (2): 65–84.

Lennon, G. W., 1965. The Treatment of Hourly Elevations of the Tide Using an IBM 1620.ibid 42 (2): 125–148.

Mahmood, K. and V. Yevjevch, 1975. Unsteady Flow in Open Channels. Water Resources Publications, Colorado, USA, pp. 407–481, 705–921.

Murry, M. T., 1964. A General Method for the Analysis of Hourly Heights of Tide.International Hydrographical Review 41 (2): 91–101.

Murry, M. T., 1964. Analysis of High and Low Water.Deutsche Hydrographische Zeitschrift. Jahrgang 17, Heft 2: 75–85.

Murry, M. T., 1965. Optimisation Processes in Tidal Analysis.International Hydrographical Review 42 (1): 73–81.

Watachi-Kiyoo, 1970. Seismic Sea Wave. Storm Surge. Ocean Calamity (TSUNAMI. KOCHO. KAIYO SAIGAI). KYO RITSU Publishing Company, Tokyo of Japan.

Xu Hanxing, 1980. Method of Tidal Prediction and Its Organizational Forms. The Design and Research Institute of the Shanghai Waterway Bureau, Shanghai.

Xu Hanxing, 1982. Studies on prediction of shallow-water tides.Oceanologia et Limnologia Sinica 13 (3): 207–217.

Zetler, B. D. and R. A. Cummings, 1967. A Harmonic Method for Predicting Shallow-Water Tides.Journal of Marine Research U. S. A. 25 (1): 103–114.

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