sscoyote
Well-Known Member
Thought i'd copy this over from the Long-Range thread on Specialty Pistols:
Been looking a lot at the TDS Tri-Factor System lately in the Swarovski/Kahles scopes. The system he uses for ranging can be modified to work for any ballistic reticle, such as the LR handgun Ball. Plex. Here's how it would work:
Ball. Plex reticle subtensions for 3-12=
1.4", 4.1, 6.8, 10.1
Now using the entire 10.1" gap for a 24" back to brisket cow elk, then the modified mil-ranging formula is:
24" x 100/10.1/# stadia units in tenths of a unit that the 24" target brackets, or:
1 stadia unit= 240 yds.
.9 SU = 265
.8 SU = 300
.7 SU = 340
.6 SU = 400
.5 SU = 475
.4 SU = 600
Now each stadia line in the reticle can be used as a reference to have a more accurate system, helping a lot with interpolation, and to calculate what part of the gap each stadia is, just divide the full gap subtension into each stadia subtension as follows:
1.4/10.1= .1 of the total 10.1" gap, and
4.1/10.1= .4
6.8/10.1= .7
Now u have 2 more ranging references with the 2nd and 3rd stadia to help with interpolation (the 1st stadia-- .1 calculates to 2376 yds.-- a little too far for my guns, i think). This system has been proven by the originator of the TDS reticle to work quite well for ranging purposes for larger game (deer and bigger).
Been looking a lot at the TDS Tri-Factor System lately in the Swarovski/Kahles scopes. The system he uses for ranging can be modified to work for any ballistic reticle, such as the LR handgun Ball. Plex. Here's how it would work:
Ball. Plex reticle subtensions for 3-12=
1.4", 4.1, 6.8, 10.1
Now using the entire 10.1" gap for a 24" back to brisket cow elk, then the modified mil-ranging formula is:
24" x 100/10.1/# stadia units in tenths of a unit that the 24" target brackets, or:
1 stadia unit= 240 yds.
.9 SU = 265
.8 SU = 300
.7 SU = 340
.6 SU = 400
.5 SU = 475
.4 SU = 600
Now each stadia line in the reticle can be used as a reference to have a more accurate system, helping a lot with interpolation, and to calculate what part of the gap each stadia is, just divide the full gap subtension into each stadia subtension as follows:
1.4/10.1= .1 of the total 10.1" gap, and
4.1/10.1= .4
6.8/10.1= .7
Now u have 2 more ranging references with the 2nd and 3rd stadia to help with interpolation (the 1st stadia-- .1 calculates to 2376 yds.-- a little too far for my guns, i think). This system has been proven by the originator of the TDS reticle to work quite well for ranging purposes for larger game (deer and bigger).