Post
by Marechal de France » Sun May 08, 2011 6:06 pm
With regards to the artillery ratio in BLB, we had an ongoing discussion amongst our members of our club who play the ruleset, and I even made a large comparitive investigation into other rulesets similar to the period, such as the "English Civil War" from WAB, or the "1685-1845" set from the Wargame Research Group, inclusing as well their set for the 'renaissance' period, and various other ones.
The main conclusion was indeed that in comparison to infantry & artillery, the role and number of artillery (per models on the table top) was limited.
Nonetheless, some of the members in our club thought the explanations above in this thread were not yet conclusive.
What I had nevertheless told them in my comparison of various other rulesets, was that whatever the ratio of actual guns versus models, in all of these rules you were only allowed to roll one dice. Whereas in BLB depending on the type of gun you get to roll a number of either 2-4-6 dice; thus representing a much greater opportunity to 'kill' more troops, i.e figures in a single game turn.
Then today, as we played another game, one of us came up with a reasonable solution for the ratio of gunmodels:
In one of the Osprey booklets referring to the period, it is mentioned that on average 1.34 gun was available for every 1000 men in the field.
We applied this for every nations, with in the back of our minds that the outcome of the equations should be that for every thousand men, you will receive one artillery dice, to be spent in a battlefield game as you wish either on a field gun or light gun.
So we made simple math and counted the number of infantry battalions and cavalry squadrons per number of represented figures (either 18 or 6) and multiplied these by 35 actual 'people', as we play large type battles, and thus came up with numbers such as having 19 or 20 dice available to spend into types of guns.
A field gun needs 4 dice, so make the math; similarly a light gun needs 2 dice, etc. etc.
It worked out quite well for us today!
If you have anymore questions on the math, please let me know, and I will calculate an example here based upon my own French army.