Tumblebug wrote:Using the basic assumption that the bat performs within the rules, we can use the parameters from the USSSA BPF test for the math. The ball cannot leave the bat at a speed more than 1.15 times the combined speed of the bat and ball. The ASA limitation is lower. A well designed wood bat is approximately 1.10
OK, got it. Exit speed < 1.15 times the combined speed. So if the combined speed goes up 1 mph, the exit speed can't go up more than 1.15 mph. Cool.
Tumblebug wrote:Assuming the pitch speed is the same, a ball hit by a bat with 1 mph of increased batspeed results in a maximum .15 mph higher exit speed. Not taking into account the loss of mass in the equation which is a trade off with batspeed, you would have to swing the bat almost 7 mph faster to gain 1 mph in exit speed. 1 mph in exit speed equals 7 milliseconds less time (or .007 seconds) for a player to react at 40 ft. 7 milliseconds is a tiny amount of time when you consider a blink (equal to the approximate total time available) is 300-400 milliseconds. 7 mph is a huge gain in batspeed and it is not likely that is what you will see with a bat a few ounces lighter.
Hmmmm. A seven mph increase in bat speed yields a 1 mph increase in exit speed? That doesn't seem to agree with your previous paragraph, or with tests I've seen that show increasing bat speed by 10 mph roughly increases exit speed by 10 mph. Are you talking about the same bat swung 7 mph faster (the "not taking loss of mass into account" statement), or a completely different bat here? Why isn't it 7 * 1.15 = 8 mph, which significantly reduces the reaction time available to the player?



























