# Difference between revisions of "Rifled barrel"

m (added links) |
|||

Line 1: | Line 1: | ||

− | In order to more accurately send a vegetable projectile towards the desired target, | + | In order to more accurately send a vegetable projectile towards the desired target, [[barrel]]s for produce accelerators can be "rifled" which produces spiral grooves on the inside surface of the barrel. |

− | These grooves impart rotation to the projectile as it accelerates down the barrel, gyroscopically stabilizing it and preventing the projectile from tumbling end-over-end. This spinning motion has been demonstrated to have positive effects accuracy of | + | These grooves impart rotation to the projectile as it accelerates down the barrel, gyroscopically stabilizing it and preventing the projectile from tumbling end-over-end. This spinning motion has been demonstrated to have positive effects accuracy of [[potato]]es, as seen in [http://www.burntlatke.com/rifle.html this] test done by Burnt Latke. |

The rate of twist required can be approximated through a version of the Greenhill equation that has been modified to take into account the density of the projectile, though one must remember that the Greenhill equation was developed to deal with supersonic, pointed, and very dense projectiles: | The rate of twist required can be approximated through a version of the Greenhill equation that has been modified to take into account the density of the projectile, though one must remember that the Greenhill equation was developed to deal with supersonic, pointed, and very dense projectiles: | ||

Line 8: | Line 8: | ||

where: | where: | ||

*Twist = number of inches per rotation | *Twist = number of inches per rotation | ||

− | *C = 150 (use 180 for muzzle velocities higher than 2,800 f/s) | + | *C = 150 (use 180 for [[muzzle velocity|muzzle velocities]] higher than 2,800 f/s) |

*D = bullet's diameter in inches | *D = bullet's diameter in inches | ||

*L = bullet's length in inches | *L = bullet's length in inches |

## Latest revision as of 13:40, 1 June 2008

In order to more accurately send a vegetable projectile towards the desired target, barrels for produce accelerators can be "rifled" which produces spiral grooves on the inside surface of the barrel.

These grooves impart rotation to the projectile as it accelerates down the barrel, gyroscopically stabilizing it and preventing the projectile from tumbling end-over-end. This spinning motion has been demonstrated to have positive effects accuracy of potatoes, as seen in this test done by Burnt Latke.

The rate of twist required can be approximated through a version of the Greenhill equation that has been modified to take into account the density of the projectile, though one must remember that the Greenhill equation was developed to deal with supersonic, pointed, and very dense projectiles:
Twist = (C*D^{2})/L * sqrt(SG/10.9)

where:

- Twist = number of inches per rotation
- C = 150 (use 180 for muzzle velocities higher than 2,800 f/s)
- D = bullet's diameter in inches
- L = bullet's length in inches
- SG = bullet's specific gravity

Rates of twist higher than this should not hurt accuracy much, unless they break off the bits of potato that are engaging the rifling and thusly transmit no rotation at all.

Rifled barrels were formally available from SGTC prior to it's closing.

See also spudgun accuracy