I was thinking about a standard 12oz aluminum beverage can. Dimensions in inches: Outer diameter = 2.6, Inner diameter=2.53, thickness=0.035, height of can=4.8 I don't think Euler's buckling formula is valid here, because the slenderness ratio of the can is not large enough. I did some experiments, by placing can on bathroom scale and slowly applying force with my foot. Most cans crush when the scale reaches 100 to 120 lbs, but I've had some as high as 180, and as low as 80. Does this sound reasonable?
In the last 50 years, the average amount of electricity needed to make a pound of aluminum has been slashed from 12 kilowatt hours to about 7 kilowatt hours.
Depends on the bottle and from which angle you are crushing it.
The force required to cause the yielding of the solidis called the yield force.
Party poppers are normally popped with a force applied by a finger. The force required is maybe 10 Newtons.
As much as 100 lbs
Whatever output force is required, you can divide it by the "mechanical advantage" to calculate the input force.
The choices are:A. Doubles the force required to lift the blockB. Decreases the force required to lift the blockC. Makes the block easier to lift by changing the direction of the force needed to lift it.D. Decreases the force required and changes the direction of the force required
60060
It takes 30N to crush 1g of oats by 75%
fse
Shape the aluminum to look like a boat, so it displaces enough water to float. The force supporting the aluminum is the buoyant force. It is equal to the weight of the volume of water displaced.
Badminton - Force required to hit the shuttlecock Tennis - Force required to hit the ball Football - Force required to kick the ball Rugby - Force required to throw/kick the ball
No.
Compression forces crush a material by squeezing it together.
No. Force is required for accelerated motion, but not for uniform motion.
Gravity
Answer:Obviously turning force is required to turn any object but to twist an object twisting force is required.
The homograph for "crush" can be "crush," as it can be both a verb (to crush something) and a noun (a romantic crush).
The term crush means to force inwards, to pulverize or to deform using a compressional force.