Re: Barrel fluting- is this all about weight?
<div class="ubbcode-block"><div class="ubbcode-header">Originally Posted By: TerrorInTheShadows</div><div class="ubbcode-body">
To me a barrel that cools down faster is also going to heat up faster.</div></div>
While this makes intuitive sense it is not really the case because heating and cooling of rifle barrels happen by two different processes.
Heating occurs through transfer of heat from the hot gasses of the bore to the barrel (there is also heat generated by surface friction but I suspect this is negligible). If we look at a single shot with a barrel starting at a uniform initial temperature, the total energy transferred to the barrel is going to depend mostly on the hot gas temperature, length of exposure, and bore surface area. These are pretty much constant regardless of bore contour or whether or not the bore is fluted. This could be considered as an "impulse" case, i.e., a specific amount of energy added in a tiny amount of time.
If we assume that the temperature of the entire barrel is uniform everywhere in the barrel (which is not an unreasonable assumption for a variety of reasons), then the change in temperature of the barrel will be given by deltaT=deltaE/(C*m) where deltaE is the change in energy we defined in the previous paragraph, C is the heat capacity of the material (how much energy it takes to increase a unit mass of the material by one degree), and m is the total mass of the barrel. So the only part of barrel geometry which is affected by contour and fluting and has a large impact on heating characteristics is the mass of the barrel. Thus for two barrels of the same contour, one fluted and one not, the fluted one will heat up faster since it has less mass. For two barrels of the same length and weight, one fluted and one not, the two will heat up about the same amount per shot.
As far as cooling goes, if we assume a uniform temperature of the barrel Tb, and a uniform atmospheric temperature Ta, then the change in energy per time (heat flux) of the barrel is approximated by h*A*(Tb-Ta) where h is some convective heat transfer constant which is determined by experimentation and specific to the exact barrel configuration and surface properties in question and A is the exterior surface area of the barrel.
The convective heat transfer constant h will likely be a little smaller for a fluted barrel than a non-fluted one, but A will be much larger so h*A will be larger for a fluted barrel in either the equal contours case or the equal length and mass case.
This is not to say that the impact is huge and important or that there are not other drawbacks or that everyone should flute their barrels.