Build a 600ft Spring Launcher: Ideas & Advice

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Building a spring launcher capable of launching a tennis ball or baseball 600 feet is theoretically possible but presents significant challenges. A high-pressure system, like a pressure vessel, could be effective but is dangerous without prior experience. The energy calculations indicate that achieving the necessary launch velocity to overcome air drag is critical, with around 1000 meters per second needed for a tennis ball. Alternative methods, such as a trebuchet or spud gun, may offer practical solutions, though the light weight of a tennis ball complicates momentum generation. Safety precautions are essential when experimenting with such high-energy devices.
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Do you guys think it is possible to build a spring launcher that launches a small projectile like a tennis ball or baseball like 600 feet...If it is, what kind of spring would one use.

Or maybe a different launcher approach would be better. LET Me Know
 
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600 feet...Up, downrange, what?

600 feet for a tennis ball is quite a ways. Does it have to be mechanical? You could try a pressure vessel, but I wouldn't recommend it if you have to prior experience with them. To launch a tennis ball 600 feet you'll need some high pressure, and that can be very dangerous.

You could build a large trebuchet, but the problem is that your tennis ball is pretty light and won't really get a great deal of momentum. (maybe a baseball...)
 
The energy stored in a compressed spring is:

U = 1/2 * k *x^2

k = spring constant
x = spring displacement from rest.

You could equate this to the potential energy of the tennis ball:

PE = m g h
m = mass of tennis ball
h = 600 ft

And you could find combinations of k & x and see if they are available.

Be carefull if you actually do this - it could be dangerous !
 
Due to atmospheric air drag, it would require about 1000 meters per second vertical launch velocity for a tennis ball to reach 600 feet elevation. The drag coefficient for turbulent drag is about 0.6 due to the fuzz.. For a baseball (hardball), about 130 meters per second is adequate. I had to use numerical integration as follows:

PROGRAM launchtennisball
REM vertical launch
OPTION NOLET
g=9.81 ! gravity
m=0.057 ! mass in kg
d=0.065 ! diameter in meters
C=0.6 ! drag coedfficient
dens=1.2 ! density of air in kg per m^3
v0=100 ! vertical launch velocity in meters per sec
CALL launch(v0,g,m,d,C,dens,ymax,t)
PRINT ymax,t
END

SUB launch(v0,g,m,d,C,dens,ymax,t)
v=v0
t=0
dt=0.001
A=pi*d^2/4
y=0
ymax=0
DO
t=t+dt
dv=(0.5*dens*C*A*v^2/m)*dt+g*dt
v=v-dv
y=y+v*dt
LOOP until v<0
ymax=y
END SUB

Bob S
 
LOL! I must say that college kids are probably a bit saner than we used to be. . . .

Google "spud gun" or "potato gun" or "beer can cannon". 600 ft might be a bit far for something as light in sectional density as a tennis ball, but. . . it HAS been done! :-) "Iron City" beer cans (steel with rolled rims) made for good barrel material but you could use tennis ball cans. Add on a healthy layer of fiber tape to make up for the lack of barrel strength. Add lighter fluid (naptha) a tennis ball and fire away! LOL! Recommendation: Tape the barrel to a stick of wood and you have a regular "hand cannone" of the 12th century variety! :-)
 
I have Mass A being pulled vertically. I have Mass B on an incline that is pulling Mass A. There is a 2:1 pulley between them. The math I'm using is: FA = MA / 2 = ? t-force MB * SIN(of the incline degree) = ? If MB is greater then FA, it pulls FA up as MB moves down the incline. BUT... If I reverse the 2:1 pulley. Then the math changes to... FA = MA * 2 = ? t-force MB * SIN(of the incline degree) = ? If FA is greater then MB, it pulls MB up the incline as FA moves down. It's confusing...
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