Velocity and Pressure of the Wind.

The pressure varies as the square of the velocity or P ∝ V². The old formula for wind blowing against a normal plane was P = 0·005 × V². The latest or Eiffel Tower formula gives a much smaller value, being P = 0·003 × V², where V represents the velocity in miles per hour, and P the pressure in pounds per square foot.

Velocity.Pressure
on a
Sq. Foot.
Character of the Wind.
Per
Hour.
Per
Minute.
Per
Second.
Miles.Feet.Feet.Lbs.
1881·5 ·003 Barely observable.
21762·9 ·012 -Just perceptible.
32644·4 ·027
43525·9 ·048 Light breeze.
54407·3 ·075 -Gentle, pleasant wind.
65288·8 ·108
870411·7 ·192
1088014·7 ·3 Fresh breeze.
151,32022 ·675 Brisk breeze.
201,76029·41·2 Stiff breeze.
252,20036·71·875 Very brisk breeze.
302,64044 2·7 -High wind.
353,08051·33·675
403,52058·74·8 Very high wind.
453,96066 6·075 Gale.
504,40073·47·5 Storm.
605,28088 10·8 -Great storm.
706,160102·714·7
807,040117·219·2 Hurricane.
907,920132 24·3 -Tornado.
1008,800146·730
1109,680161·236·3 -“Washoe zephyrs.”[2]
12010,560176 43·2
13011,440191 50·7
14012,320205·358·8
15013,200220 67·5

[2] With apologies to Mark Twain.

Fig. 72a.—Angles and degrees compared. It will be observed that an angle of 1 in 4 is practically 14°.

Table of Equivalent Inclinations.

Rise.Sine of
Angle.
Angle in
Degrees.
1in30,·03331·91
125,·042·29
120,·052·87
118,·05553·18
116,·06253·58
114,·07144·09
112,·08334·78
110,·15·73
19,·11116·38
18,·1257·18
17,·1438·22
16,·16679·6
15,·211·53
14,·2514·48
13,·333319·45