Is wiki wrong about MEA?

I've been using the asin(Vbot/Vbullet) formula for ages. But in my mind it should be atan(Vbot/Vbulet). Am I right?

It is not a big deal to over estimate MEA with asin. but the over estimate could be as bad as 30% for bullets with fire power equal to 3.

asin formula is when your opponent move perpendicular to your head on angle atan formula is when your opponent move perpendicular to your hit angle ;)

However, the first one is greater, therefore the max (of them).

The thing is, if the bot moves slightly away then it increases the bullet flight time, allowing the bot to reach a higher MEA than just an orbit or chord.

Personally, in DrussGT I use a precise MEA since it gave better results. But if you have some limitation on whether the bot can exceed the calculated MEA (for example you log them to bins) then the asin is better, otherwise bots could potentially move to angles you can't shoot at.

Are you using precise MEA to scale? or just to cut. From the version history I think it is the latter, but Understanding DrussGT says former ;)

Both.

I've just calculated it. If it is correct moving away helps.

            latVel = Math.sin(angle) * 8;
            advVel = -Math.cos(angle) * 8;
            timeToHit = distance / (bulletSpeed + advVel);
            mea = latVel / (distance - (timeToHit * advVel) / 2) * hitTime;

This is the formula. It thinks that the bot is moving at full speed and with brute force search I got these results:

Bullet Power 1:

LatVel: 7.762365810207972 AdvVel: -1.9353751647973414

Bullet Power 2:

LatVel: 7.6504380477042835 AdvVel: -2.338973637781894

Bullet Power 3:

LatVel: 7.468643411977614 AdvVel: -2.8669435963624013

Distance doesn't change anything if it isn't zero.