Saldek
2013-10-02, 09:35 AM
Hi there,
I was wondering exactly how big of an advantage the higher bullet speed of the 650m/s BAs is in terms of drop. Couldn't find the information so I quickly derived it and typeset it afterwards to post here. I assumed the game's physics to correctly adhere to newtonian mechanics. I'm not sure if that's the case. All math used is rather simple. Unfortunately I had to make the simplification of there being no vertical distance between shooter and target. There is an exact solution but you'd have to solve it and then graph multiple scenarios via a CAS to gain any insight.
If you find errors of any sort, I'd appreciate hearing about them.
Results and steps are in the attached pdf. The red box sums up the results (a TL;DR if you so will).
PS: bold variables are vectors
Edit: Also drag is not taken into account, I don't know if that mechanic is even done in the first place.
I was wondering exactly how big of an advantage the higher bullet speed of the 650m/s BAs is in terms of drop. Couldn't find the information so I quickly derived it and typeset it afterwards to post here. I assumed the game's physics to correctly adhere to newtonian mechanics. I'm not sure if that's the case. All math used is rather simple. Unfortunately I had to make the simplification of there being no vertical distance between shooter and target. There is an exact solution but you'd have to solve it and then graph multiple scenarios via a CAS to gain any insight.
If you find errors of any sort, I'd appreciate hearing about them.
Results and steps are in the attached pdf. The red box sums up the results (a TL;DR if you so will).
PS: bold variables are vectors
Edit: Also drag is not taken into account, I don't know if that mechanic is even done in the first place.