What the cruel true it is !
From the formular maybe we can think deeply as follows.
[REMARK]
impact_missile_speed/default_missile_speed = Z
impact_missile_speed = IMS = X
default_missile_speed = DMS = Y
speed_difference_between_shooter_and_victim + fall_height_speed_gain - drag_loss = S
Z is the final variable to affect the damage_with_speed_bonus.
X Y + S Y S S
Z = ---- = ---------- = ---- + ---- = 1 + ----
Y Y Y Y Y
From this we can see that
1.The bigger the Z is, the higher the damage_with_speed_bonus will be.
2.For Z, if the S is permanent, the bigger the Y is, the lower the Z will be.
Therefor the damage_with_speed_bonus depends on value of Y if the S is permanent.
For example:
1.Using the Nomad BOW and Tatar Arrows, PD = 5 S = 40, Y = 48*1.26*1.2 = 72.58, then Z = 1 + 40 / 72.58 = 1.55,
damage_with_speed_bonus = (23+8)*(0.14*5+1)*1.55^1.9 = 31*1.6*1.55^1.9 = 76.88^1.9
2.Using the Horn BOW and Arrows, PD =5 S = 40, Y = 44*1.26*1.2 = 66.53, then Z = 1 + 40 / 66.53 = 1.60,
damage_with_speed_bonus = (26+5)*(0.14*5+1)*1.60^1.9 = 31*1.6*1.60^1.9 = 79.36^1.9
So if the damage_without_speed_bonus is the same, the BOW with lower missile speed can bring more damage_with_speed_bonus, is it right ?
IF it is right, it is serious against the BASIC PHYSICS LAW.
IF the MASS(means the arrows) is the same, the faster missile must have larger KINETIC ENERGY and then it should bring more DAMAGE.
Dear Paul, what do u think about this formular now ?