buur

Ok, I found the solution. Looking on German Wikipedia was a bad idea, looking on English Wikipedia a good one.https://en.wikipedia.org/wiki/Gaussian_function Even with Octave code, very nice. The next job is now to calibrate the function.

I has played a little bit with the dynamic weather system, especially with the cyclones described under \DCS\MissionEditor\weather\dynamic. I found that for a system with a ellipticity = 1 following formula describes the problem over the hole map. P = pressure_excess *exp(-((x - centerX).^2+(z - centerZ).^2)/pressure_spread^2); Also I found that the single cyclones are additive, e.g. P_total = P_1 + P_2 + ..... You can see it in following picture were you can see two cyclones (red and yellow) and also the result (green). The values are the pressure measured in DCS: With this knowledge we are able to calculate the pressure over the whole map and can make pressure charts like in picture in the attachment. Now my question: I'm struggling a little bit to insert the ellipticity and the rotation in above formula. Has anybody from the community an idea how to bring it into the formula? Thanks buur

I read on a German blog from a former SAM man that they detect the plasma from the rocket motor. So you have to fire a rocket to make them scary.