Explain recoil velocity and derive formula.
Answers
Gun owners are often interested in recoil velocity, but they aren't the only ones. There are many other situations in which it's a useful quantity to know. For example, a basketball player taking a jump shot may want to know his or her backwards velocity after releasing the ball to avoid crashing into another player, and the captain of a frigate may want to know the effect the release of a lifeboat has on the ship's forward motion. In space, where frictional forces are absent, recoil velocity is a critical quantity. You apply the law of conservation of momentum to find recoil velocity. This law is derived from Newton's Laws of Motion
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When a bullet is fired from the gun, due to reaction force , the gun recoils in the direction opposite to the motion of bullet. The velocity with which it recoils is called as Recoil Velocity.
Derivation For recoil velocity of Gun:
Initial velocity of gun and bullet are at rest.
Hence u1 and u2 =0
let m and M be the mass of bullet and gun respectively.
The sum of momentum before firing bullet is zero.
mu1+Mu2=0If v1 and v2 are the final velcoities of bullet and gun receptively after firing.
Then According to law of conservation of momentum
Total momentum before recoil = Total momentum after recoil.
0=mv1+Mv2
Therefore,
Mv2=-mV1V2
= -mV1/M
This the recoil velocity of Gun.
Here negative sign indicates that the direction of velocity of the gun is opposite to the direction of velocity of bullet.
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