It's been said that the short slide variants need heavier springs because the slides move faster and hit the frames harder.
And I'm about to shoot holes in that misconception by showing that the Commander slide doesn't hit the frame with any more potential for damage than the 5-inch gun...and probably with less...even with equal springs.
And I'm gonna use physics to do it.
First, let's look at the properties that actually do the damage in an impact event. Mass and momentum. Mass and momentum cause the bullet to penetrate deeper, even at low energy levels.
Think about it. If you had to knock down a brick wall, which would you choose for the task...a framing hammer or a 10-pound sledge?
On to a few physical realities.
At a given velocity, the lower the mass of a moving object, the faster it decelerates when it meets a given outside force.
The faster a given mass is moving...the faster it decelerates when it meets a given outside force. In layman's terms: The harder the bullet hits the target, the harder the target hits the bullet. Newton 3 is always in play.
Momentums on both sides of an action/reaction event are equal...at least in theory. Actually, momentums are only equal in the absence of outside force, or in the presence of equal outside force...but for simplicity, we'll go with equal. It's close enough to be insignificant.
The slide's momentum can be no greater than the bullet's. Momentums are equal.
Thus, assuming equal ammunition, the momentum of the lighter, faster Commander slide can be no greater than the slower, heavier 5-inch slide.
But there's more.
Because momentum is a function of Mass X Velocity...and the shorter barrel of the Commander produces less bullet velocity and momentum with equal ammunition...the Commander slide carries LESS momentum on the way to the impact abutment.
AND...because its velocity is higher and its mass is lower...the Commander slide decelerates at a faster rate when it meets the outside force provided by the spring...even if the two springs are equal.
During one of my workshops, I was privileged to have a bright young man in attendance who had a fresh engineering degree under his belt. As I made these points, he smiled and nodded in agreement. Then the question of impact energy came up. Energy is a factor. No denying that. Everything is something.
And a friendly argument ensued...so he whipped out a pencil and paper and eliminated everything except the respective slide and barrel masses...and worked it out.
As predicted, the momentum was lower and the energy was higher. In this case, he showed that the Commander slide impacted the frame with 27-point-something additional foot pounds of energy. 27 foot pounds. Not exactly Earth-shaking. You'll see about as much variation from one round to another within the same lot of ammunition.
And remember that this was without any outside force factored in. No recoil spring. No hammer mass and mainspring. No slide to frame friction.
Factor in the outside forces provided by those things, and the impact energy would doubtless be less than with the 5-inch slide.
An interesting discussion, no?
And I'm about to shoot holes in that misconception by showing that the Commander slide doesn't hit the frame with any more potential for damage than the 5-inch gun...and probably with less...even with equal springs.
And I'm gonna use physics to do it.
First, let's look at the properties that actually do the damage in an impact event. Mass and momentum. Mass and momentum cause the bullet to penetrate deeper, even at low energy levels.
Think about it. If you had to knock down a brick wall, which would you choose for the task...a framing hammer or a 10-pound sledge?
On to a few physical realities.
At a given velocity, the lower the mass of a moving object, the faster it decelerates when it meets a given outside force.
The faster a given mass is moving...the faster it decelerates when it meets a given outside force. In layman's terms: The harder the bullet hits the target, the harder the target hits the bullet. Newton 3 is always in play.
Momentums on both sides of an action/reaction event are equal...at least in theory. Actually, momentums are only equal in the absence of outside force, or in the presence of equal outside force...but for simplicity, we'll go with equal. It's close enough to be insignificant.
The slide's momentum can be no greater than the bullet's. Momentums are equal.
Thus, assuming equal ammunition, the momentum of the lighter, faster Commander slide can be no greater than the slower, heavier 5-inch slide.
But there's more.
Because momentum is a function of Mass X Velocity...and the shorter barrel of the Commander produces less bullet velocity and momentum with equal ammunition...the Commander slide carries LESS momentum on the way to the impact abutment.
AND...because its velocity is higher and its mass is lower...the Commander slide decelerates at a faster rate when it meets the outside force provided by the spring...even if the two springs are equal.
During one of my workshops, I was privileged to have a bright young man in attendance who had a fresh engineering degree under his belt. As I made these points, he smiled and nodded in agreement. Then the question of impact energy came up. Energy is a factor. No denying that. Everything is something.
And a friendly argument ensued...so he whipped out a pencil and paper and eliminated everything except the respective slide and barrel masses...and worked it out.
As predicted, the momentum was lower and the energy was higher. In this case, he showed that the Commander slide impacted the frame with 27-point-something additional foot pounds of energy. 27 foot pounds. Not exactly Earth-shaking. You'll see about as much variation from one round to another within the same lot of ammunition.
And remember that this was without any outside force factored in. No recoil spring. No hammer mass and mainspring. No slide to frame friction.
Factor in the outside forces provided by those things, and the impact energy would doubtless be less than with the 5-inch slide.
An interesting discussion, no?