So, on our way back from Colorado we were discussing the abundance of federally subsidized windmills now in Iowa. I brought up the notion that they could be used for an extreme thrill ride. Strap a person to the end of the blade and go for a minute or so. We roughly calculated that they were turning at 130-160 mph. Pretty good for 4 farmboys from northern MN huh?! Anyways, Jake took the time to accurtely figure it out. Here it is below. Anyone want a ride??
Wind tower fair ride?
125’ blade (grand forks blades from 120'-145' long)
125’x pi (3.14) x 2 = 785.4’ (circumfurance)
785.4’ x 18 rpm = 14137.2’ / minute
14137.2 f/m x 60minutes/hr = 848230 feet / hour
848230 ft/hr / 5280 ft/mile = 160.6 miles per hour.
PLAUSIBLE
How many G’s is that you ask?
amount of acceleration is equal to the velocity squared divided by the radius of the turn: A = v2 / r
14137.2 ft/min / 60 sec. = 235.6 ft/sec
235.6 fps (squared) / 125’ radius = 441.1 ft/sec squared
441 fps squared / 32 fps squared (speed of gravity) = 13.9 Gs
A few facts:
Texas motor speedway Indy cars = 4.7 Gs
Professional pilots like the Blue Angels can top 6 G's. Under special circumstances (and in training) they can approach up to 10 G's.
Wind tower fair ride?
125’ blade (grand forks blades from 120'-145' long)
125’x pi (3.14) x 2 = 785.4’ (circumfurance)
785.4’ x 18 rpm = 14137.2’ / minute
14137.2 f/m x 60minutes/hr = 848230 feet / hour
848230 ft/hr / 5280 ft/mile = 160.6 miles per hour.
PLAUSIBLE
How many G’s is that you ask?
amount of acceleration is equal to the velocity squared divided by the radius of the turn: A = v2 / r
14137.2 ft/min / 60 sec. = 235.6 ft/sec
235.6 fps (squared) / 125’ radius = 441.1 ft/sec squared
441 fps squared / 32 fps squared (speed of gravity) = 13.9 Gs
A few facts:
Texas motor speedway Indy cars = 4.7 Gs
Professional pilots like the Blue Angels can top 6 G's. Under special circumstances (and in training) they can approach up to 10 G's.