Tradiotional MEA proof

Fragment of a discussion from User talk:Xor/Better MEA formula
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Better for what? It does not increase your MEA. Though it decreases the target angular size, so it reduces the probability to be hit. Calculating probability to be hit is yet another beast, which we probably should attempt to solve analytically.

There is another issue, the traditional MEA is good only for a single isolated wave, the real question is how to increase the MEA in a stream of constantly fired bullets.

Beaming (talk)‎

For wave surfers, I think my work is useful — User:Xor/Better_MEA_formula, as the movement is constant with time, it is naturally suitable for multiple waves ;)

The problem with your formula is that it does not match traditional MEA in the border cases.

The second problem that I not fully understand it. It looks like you are integrating angular velocity to an undefined time t.

Beaming (talk)‎

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it matches orbital MEA in border cases though, as always moving perpendicular is impossible, so you have to fallback to orbital ;)

I'm integrating angular velocity from fire time to hit time, which is obviously the escape angle ;) sorry for not saying that clearly in advance, the article is still not finished ;)

Return to Thread:User talk:Xor/Better MEA formula/Tradiotional MEA proof/reply (8).

It increases also. If the formula below is correct, it is true.

asin(sin(a) / (v / 8 - cos(a) / 2))

You can try brute forcing.

Dsekercioglu (talk)‎

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