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TNE FF&S Mass Driver Design: Reloading & Power Requirement

snrdg082102

SOC-14 1K
Two for one thread, what a deal.

I'm checking my math for Steps E. Reloading and F. Power Requirement.

E. Reloading

Parameters:
Projectile = 39.27 kg
Autoloader = 0.3
Mechanical Loading Assistance (MLA): TL 9+ Multiplier = 0.3

The formula, at least how I've translated the text is:

Round((Projectile kg/2) x MLA x if(Auto-loading,0.3,1),0)

0. Reloading = Round ((39.27/2) x 0.3 x 0.3,0) =
1. Reloading = Round (19.635 x 0.3 x 0.3,0) =
2. Reloading = Round(5.8905 x 0.3,0) =
3. Reloading = Round(1.76715,0)=
4. Reloading = 2

F. Power Requirement

Parameters:
A-8. Energy Required (Er) = 1,413.72 Mj
E. Reloading = 2
F. Power Requirement
F1. RoF = Reloading +1
F2. Seconds (S) = ((Reloading +1) x 5)

Formula: Pr = Er / S

0. Pr = round(1413.72 / ((2+1) x 5),2) =
1. Pr = round(1413.72 / (3 x 5),2) =
2. Pr = round(1413.72 / 15,2) =
3. Pr = round(94.248,2) =
4. Pr = 94.25 MW

Am I on the right track or am I heading for a train wreck?
 
Last edited:
Reloading

The auto-loader factor goes directly against shell weight / 2 before you round it down. Rest seems okay

Note that the MLA mass / volume / cost is not in the MD design steps. Suggest you copy across from the CPR gun section

This will give you the number of combat turns it takes to reload.
 
Last edited:
You have previously worked out reload time, so weapon fires in rd 1, then reloads for x rounds (2 in our case), and it then ready to fire.

So for your mass driver Reload + 1 = 2+1 = 3

It fires once every 3rd round,

time for each shot = 3*5sec = 15 secs. This is S in the formula. You have the other numbers
 
Afternoon shield,

Thanks for checking the math, verifying that the method is in track, and catching that I totally spaced showing the calculation for Seconds, just showed the formula, in Step F. Power Requirement.

;) The formula I presented followed how the instructions in Step E. Reloading are laid out, which is why the auto-loader modifier is at the end of the formula. My formula performs all the calculations before rounding the result. Formula break down:

Round((Projectile kg/2) x MLA x if(Auto-loading,0.3,1),0)

Part 1. (Projectile kg/2)
Part 2. MLA
Part 3. if(Auto-loading,0.3,1)

Round(Part 1 x Part 2 x Part 3,0)

Lumping the Auto-loader modifier with the Projectile kg/2 did not change the calculation result.

Of course to have the formula 100% correct the auto-loader modifier should be with projectile mass.
 
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