As
for AW's did I do the same for the (most common) masscodes / star type combinations.
Always writing "main" is tedious. So when I write "star" or such below, it is ALWAYS the main star of a system I refer to. As a reminder: this does NOT need to be the parent star the ELW is orbiting. But we can filter just for the former.
First the absolute numbers.
Compared to the AW's the following is different:
- The absolute numbers (of course).
- Not many ELW's in Neutron star systems.
- More ELW's in F-d systems than in K-c systems. For AW's it was the other way around. The difference is significant, where it was for AW's small.
- Double as many ELW's in A-d systems compared with G-c systems. For AW's the numbers where almost equal.
And now the probabilities:
(Edit) ATTENTION: Due to a copy and paste error are the probabilities for all M type stars wrong! At the very end of this post I present the actual probabilites but for the sake of the discussion I leave the old results here. This is valid JUST for the M type stars results. All other results are correct!
WHOA! We have a clear winner: If you want to find ELW's, go to systems with an M type main star (red dwarf that is) and masscode < e >. That came as a total surprise, especially after seeing the absolute numbers above. It may be an artifact though, since the numbers are 43 ELWs found in 430 M-e systems. on the other hand, the numbers are high enough that I would risk a bet. Then again … there seem to be not many M-e systems (red dwarf). So it will be a while before it can be decided if I win this bet or not … I would say I have a 35 % chance to win this.
So, let's not concentrate on this and look closer at the other combinations:
I don't trust the F-e, G-e, K-e results, since the number of ELW's found in these systems is 13 or smaller. The rest is OK
Compared with the AW's we have the following differences:
- The chances are in general smaller to find an ELW.
- M-b is not favourable for ELW's (while it has a number of AW's)
- In M-c and M-d systems it is more likely to find ELW's.
- M-d systems have a decent chance to have an ELW in them.
- It is more likely to find an ELW in an A-d systems than in an F-d systems (it was the other way around for AW's).
- It is just half as likely to find an ELW in an F-e systems than in an F-d systems (for AW's the difference was small)
So overall I would say that the chance to find an ELW is highest in A-d systems.
There aren't that many M-d systems ("just" a bit more than 45,000 in the data I used) to recommend looking for them. But if one find's such a system, the chances are almost as high as in A-d systems.
Second best "hunting ground" are clearly F-d systems. There are more than double as many of them as there are A-d systems so these are easier to find.
If looking for the masscode takes too much time: filter for A and F systems. If the star density get's too low put in G, too.
The chance (over all systems) to find an ELW
is approx. 0.44 %. With the help of science, the rate to find ELW's can be tripled.
Edit: Error in the ordinate label of the second and third image. It is of course < Chance to find an ELW […] >.
With the exception of M type main stars had no masscode < A > system ELW's (and just seven ELW's were found in M-a systems). But as one can see above am I just considering masscode < b > to < e >. This, lead to an error in the original analysis because for M type star systems all columns were shifted by one position.
It was discovered by CMDR marx, who independently checked the results, that something was odd. Below I present the correct graph for the probabilities to find an ELW in a system with a given star type and mass code:
The only changes take place for M type star systems. These have in fact a very low probability to contain an ELW. Contrary to what I said above: Don't go there!
All other probabiliites are discussed above and the statements are still valid.