Difference between revisions of "Ragged holes"

From ShotStat
Jump to: navigation, search
(Created page with "Throughout the rest of this site we assume that we can measure the location of each and every shot on a target. It is possible -- and with larger shot groups and/or more prec...")
 
Line 9: Line 9:
 
The best solution is to avoid this problem in the first place: Shoot no more than three rounds per target, and then aggregate them into a data set.  Software to automate this process exists, e.g.,
 
The best solution is to avoid this problem in the first place: Shoot no more than three rounds per target, and then aggregate them into a data set.  Software to automate this process exists, e.g.,
 
* [http://ontargetshooting.com/tds/ OnTarget Target Data System] - uses coded target sheets that can be scanned to automatically aggregate one shot per aiming point.
 
* [http://ontargetshooting.com/tds/ OnTarget Target Data System] - uses coded target sheets that can be scanned to automatically aggregate one shot per aiming point.
 +
 +
Another easy and powerful approach is to use [[Prior_Art#Danielson.2C_2005.2C_Testing_loads|Brent Danielson's clever 2-shot method]] of generating and analyzing data.

Revision as of 01:43, 2 December 2013

Throughout the rest of this site we assume that we can measure the location of each and every shot on a target. It is possible -- and with larger shot groups and/or more precise rifles increasingly likely -- that the target will exhibit a "ragged hole" into which one or more shots has disappeared.

This is known as a "center-censored" sample. A detailed explanation and discussion of the problem is here, but presently no good mathematical solutions have come up.

In practice, given a target with a ragged hole and a small number of "censored" shots, it is probably adequate to place them evenly inside the hole. If the number of censored shots is large a better solution is to:

  1. Set p = proportion of shots that were censored.
  2. Find the smallest sigma such that CEP(p) covers the ragged hole.

The best solution is to avoid this problem in the first place: Shoot no more than three rounds per target, and then aggregate them into a data set. Software to automate this process exists, e.g.,

Another easy and powerful approach is to use Brent Danielson's clever 2-shot method of generating and analyzing data.