Tides and waves

Front Cover......Page 2
º .........Page 6
Tides and and will fall during an equal time; the .........Page 8
—- Vºy(II) .........Page 14
*** be found. The problem now becomes very similar to .........Page 16
–c4 .........Page 17
* 3 {w(...)." pi-H s(...) or •). .........Page 21
(62.) The most conspicuous tide, on the coasts of .........Page 24
Tides and .........Page 32
m#=mgy-yx)+F.*.*. .........Page 46
Tides and .........Page 48
Making this equal to area ps=hl, we obtain Tides and .........Page 50
#=WFi.v.G. Haw-I) .........Page 53
Subsection 2.—Investigation of the Motion of Waves in a Canal .........Page 54
º and s” — a -nk 7, g g” – .........Page 56
r '— .........Page 61
Tides and .........Page 72
#{-ºk-ſºo wo)={#7(5–7(5+ .........Page 74
Tides and .........Page 80
r—r d. p(k, .........Page 82
– H'km I + I ) d — H'km. I .........Page 89
k=co.u.cº-p).( _a+h\. .........Page 91
Tides and .........Page 96
Tides and .........Page 112
Tides and tical effect of waves, upon sea beaches and .........Page 116
Tides and .........Page 120
- sb, sinºx .........Page 123
Tides and .........Page 128
Tides and difficulty of drawing cotidal lines, produced in many .........Page 136
Tides and T in (457.) may be neglected. Now the .........Page 144
Tid d S - - Tides and .........Page 152
lost. .........Page 158
Tides and .........Page 161
& sº .........Page 164
+ --- .........Page 166
| .........Page 168
o . - : .........Page 170
gº 9° 10- 11° .........Page 172
Zo l .........Page 175
**** .........Page 176