While you’re right, the MTOW of a B-26 is around 17 tons, the 767 is 150-200 tons.
So there is a factor of around 10 between them, so if the 767 flies 3 times as fast - which it doesn’t, the B-26 cruises at more than 0.35 Mach at close to sea level, and the 767 is not supersonic - that means that the factor from the speed can’t be more than about 3 squared, so 9.
So the factors from the weight and the speed are roughly equal IMO.
Speed matters more than mass when calculating kinetic energy.
Are you sure about that? An air rifle shooting supersonic aluminum pellets has considerably less kinetic energy than a .22 LR bullet, because of the weight of the bullet. Some air rifles actually shoot their projectile faster than a .22, but they have like 10x less energy upon impact.
I’m no mathlete but looking up the formula for kinetic energy it’s K.E. = 1/2 m v^2 so I’m pretty sure velocity is going to have exponentially greater effect on kinetic energy than mass.
I guess it’s because of the huge difference in weight that we see such a difference in kinetic energy from pellet guns, even though velocity has an exponential impact on the energy. A standard pellet weighs under 14 grains, and a .22 LR bullet weighs 40 grains. Thanks for sharing the formula though. I didn’t realize how huge of a contribution velocity makes for kinetic energy, and I’ll definitely look for a faster rifle whenever I upgrade my air rifle.
Possible. Though a B-25 is smaller and much slower than a 737.
A 767-200, like the one that hit the tower in 2001, carries roughly 3 Fully loaded B-25s worth of FUEL alone.
Also weighs much less.
Speed matters more than mass when calculating kinetic energy. A 767 is much, much faster than a B-25.
While you’re right, the MTOW of a B-26 is around 17 tons, the 767 is 150-200 tons.
So there is a factor of around 10 between them, so if the 767 flies 3 times as fast - which it doesn’t, the B-26 cruises at more than 0.35 Mach at close to sea level, and the 767 is not supersonic - that means that the factor from the speed can’t be more than about 3 squared, so 9.
So the factors from the weight and the speed are roughly equal IMO.
Are you sure about that? An air rifle shooting supersonic aluminum pellets has considerably less kinetic energy than a .22 LR bullet, because of the weight of the bullet. Some air rifles actually shoot their projectile faster than a .22, but they have like 10x less energy upon impact.
I’m no mathlete but looking up the formula for kinetic energy it’s K.E. = 1/2 m v^2 so I’m pretty sure velocity is going to have exponentially greater effect on kinetic energy than mass.
I guess it’s because of the huge difference in weight that we see such a difference in kinetic energy from pellet guns, even though velocity has an exponential impact on the energy. A standard pellet weighs under 14 grains, and a .22 LR bullet weighs 40 grains. Thanks for sharing the formula though. I didn’t realize how huge of a contribution velocity makes for kinetic energy, and I’ll definitely look for a faster rifle whenever I upgrade my air rifle.
Not to mention compared to a 767.