User talk:Greg Glover/Archive 1 March 07I just started this article. If you happen to know anything about them, have a look and see what you think. I'm quite a ways out of date, Black Canyon was the hot new thing last time I did anything with muzzleloaders or BP cartridges. scot 04:47, 21 December 2006 (UTC)
Proposed rewrite for Recoil versus Energy within the Recoil Article
Recoil is from the law of conservation of momentum. Energy is a quality of work that can be measured. When discussing recoil and energy it tends to be more understandable, if one thinks of them separately like a real life experience. Recoil generally conveys an action with an equal and opposite reaction as a topic for discussion. Energy and that energy specific to recoiling firearms conveys “kick” as in what a shooter feels. In the vernacular the energy of a recoiling firearm is called: felt recoil; free recoil and recoil energy. Also this same energy for a projectile in motion is called: muzzle energy; bullet energy; remaining energy; down range energy and impact energy. In mathematics recoil and the energy of a recoiling firearm are different as well. The recoil of a firearm, both large and small is a function of the law conservation of momentum and can be stated mathematically as: m•v = m•v from Newton’s third law. Essentially when looking at the equation m•v = m•v, it relates to the recoil of a firearm, gun-shooter or gun-mount system in its entirety. Which during the action of firing includes the powder charge mass and projectile at any position along the barrel. The terms within this equation are: the equal sign that represents the total thermodynamic energy held within the powder charge; m•v found on the left side of the equation represents the backwards motion of the firearm or firearm system; m•v found on the right of the equation represents the forward motion of the powder charge mass and projectile moving down the barrel, before either has left the barrel. The energy of a recoiling firearm can be stated mathematically as: Et = ½•m•v2 from Newton’s second law. This equation is known as the “classic statement” and yields a measurement of force though distance called the joule (foot-pound force in non-SI units). The calculated energy will tell you the amount of work that can be done by the recoiling firearm, firearm system or a projectile because of their motion. When looking at the equation Et = ½•m•v2 the Et in energy represents the transitional kinetic energy of a recoiling firearm, firearm system or projectile’s motion after it exits the barrel. The m in the equation represents the mass of the firearm, firearm system or projectile. The v2 in the equation represents the square of the velocity for the firearm or firearm system in backwards motion and the projectile’s forward motion after it exits the barrel. The demarcation between these two equations and events is this. During recoil (m•v = m•v) a projectile has not left the barrel. When calculating the energy of a recoiling firearm (Et = ½•m•v2) the projectile has exited the barrel. Again, recoil is a principal of the law of conservation of momentum and the energy of a recoiling firearm, firearm system or projectile is a quality of work and can be measured. It can also be helpful to think of the energy of a recoiling firearm or firearm-system as a byproduct of work being done to accelerate a projectile towards its target.
Arthur B. Alphin, Any Shot You Want, The A-Square Handloading and Rifle Manual, On Target Press, 1996. Edward F. Obert, Thermodynamics, McGraw-Hill Book Co., 1948. Mc Graw-Hill encyclopedia of Science and Technology, volume ice-lev, 9th Edition, Mc Graw-Hill, 2002. Greg Glover 20:40, 26 December 2006 (UTC) Greg Glover 23:28, 2 January 2007 (UTC)
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