Table 1. Coordinates of the tangency...

Table 1.

Coordinates of the tangency points of Weggel’s lines $H_{b} / h_{b} = f [H_{b} / (g T^{2}), m]$ with the envelope of family of lines obtained for different bottom slope inclinations

Bottom slope	Tangency point	Abscissa	Ordinate
Inclination:	Symbol
m		$H_{b} / (g T^{2})$	$H_{b} / h_{b}$
0.00	M0	0.0092	0.7812
0.01	M1	0.0110	0.7741
0.02	M2	0.0129	0.7532
0.03	M3	0.0149	0.7204
0.05	M4	0.0188	0.6288
0.07	M5	0.0224	0.5220
0.10	M6	0.0267	0.3737
0.15	M7	0.0306	0.2204
0.20	M8	0.0318	0.1687

Bottom slope	Tangency point	Abscissa	Ordinate
Inclination:	Symbol
m		$H_{b} / (g T^{2})$	$H_{b} / h_{b}$
0.00	M0	0.0092	0.7812
0.01	M1	0.0110	0.7741
0.02	M2	0.0129	0.7532
0.03	M3	0.0149	0.7204
0.05	M4	0.0188	0.6288
0.07	M5	0.0224	0.5220
0.10	M6	0.0267	0.3737
0.15	M7	0.0306	0.2204
0.20	M8	0.0318	0.1687

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