TonyPoulos
New member
In some movies people are shown flying backwards when struck. Is this realistic? How much force does a bullet really exert on impact?
Here's the answer:
Impulse force is equal to the change in momentum:
(Integral) Fdt = m*(Delta)V
F*(Delta)t=W/g*(Delta)V
Where:
F is force in lbs
t is time it takes bullet to stop after striking the object
m is mass of the bullet in grams
V is the velocity of the bullet when it strikes the object
W is weight of the bullet in lbs
g is the acceleration of gravity, or 32.2 ft per second squared
7000 grains equal 1 lb
Sorry, integral and delta symbols don't work, so I wrote them out. Integral is an area under a curve (from calculus) and delta means change.
* is multiplication
/ is division
For example, a bullet weighing 115 grains strikes a person at 900fps. The bullet penetrates 6" and comes to rest in .01 seconds.
F*(.01) = (115/7000)/32.2*900
F = 45.9 lbs
So the person feels a shove of 45.9 lbs when hit. Not exactly enough to go flying backwards. You can calculate for different bullet weights and velocities as well as stopping times and see the outcomes.
Tony
Here's the answer:
Impulse force is equal to the change in momentum:
(Integral) Fdt = m*(Delta)V
F*(Delta)t=W/g*(Delta)V
Where:
F is force in lbs
t is time it takes bullet to stop after striking the object
m is mass of the bullet in grams
V is the velocity of the bullet when it strikes the object
W is weight of the bullet in lbs
g is the acceleration of gravity, or 32.2 ft per second squared
7000 grains equal 1 lb
Sorry, integral and delta symbols don't work, so I wrote them out. Integral is an area under a curve (from calculus) and delta means change.
* is multiplication
/ is division
For example, a bullet weighing 115 grains strikes a person at 900fps. The bullet penetrates 6" and comes to rest in .01 seconds.
F*(.01) = (115/7000)/32.2*900
F = 45.9 lbs
So the person feels a shove of 45.9 lbs when hit. Not exactly enough to go flying backwards. You can calculate for different bullet weights and velocities as well as stopping times and see the outcomes.
Tony