German Helicopter 1928-1945 by Heinz J Nowarra

By Heinz J Nowarra

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Coastal Engrg. (Hawaii, 1976), pp. 301-328. 14. Y. Goda, “Statistical variability of sea state parameters as a function of a wave spectrum,” Coastal Engineering in Japan 31 (1) (1988), pp. 39-52. H. Gunther, W. Rosenthal and C. Vincent, “Similarity of the wind 15. E. BOUWS, wave spectrum in finite depth water,” J. Geophys. Res. 90 (Cl)pp. 975-986. 16. N. E. , “A unified two-parameter wave spectral model for a general sea state,” J. Fluid Mech. 112 (1981), pp. 203-224. 17. W. J. , G. Neumann and R.

G. Neumann and R. W. S. Navy Hydrographic Office, H. 0. Pub. No. 603 (1955). 7. Y. Goda, “Irregular sea waves for the design of harbour structures (integrated title),” lhans. Civil Engrs. 8 (1976),pp. 267-271. 1 exemplifies the random nature of sea waves. It is a picture of the sea surface taken at a slanted angle, when a breeze is generating these wind waves. Sunbeams, which are reflected everywhere, produce patches of glitter. These reflected beams clearly show that there are many small and large wavelets moving in various directions.

Goda, “A comparative review on the functional forms of directional wave spectrum,” Coastal Engineering Journal 41 (1) (1999), pp. 1-20. 25. For example, Y. Goda, “A review on statistical interpretation of wave data,” Rept. Port and Harbour Res. Inst. 18 (1) (1979), pp. 5-32. 26. Y. Goda, “A unified nonlinearity parameter of water waves,” Rept. Port and Harbour Res. Inst. 22 (3) (1983), pp. 3-30. 27. The IAHR Working Group on Wave Generation and Analysis. “List of sea&ate parameters,” J. , and Ocn.

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