Sorry long post
Concerning discussion about reliability I have copied a relevant section from a post by strop
This goes with my observations although not down to a t. When the required cooling of the engine is 1000 reliability drops to zero at ca 500 but not precisely
This is still not 100% understood on my part. But <50 total reliability is possible if you lower the reliability of other components. It gets down to ca 45.0 or so, how much does not depend on the engine.
[quote=“strop”]The main problem is that one cannot tell what the reliability of the engine actually is after cooling has been accounted for. But based on previous builds, it seems that the relationship is mostly linear:
[code]For actual ventilation < required ventilation/2: Engine adjusted reliability = 0, Car reliability = 0
For required ventilation/2 =< actual ventilation =< required ventilation: Engine adjusted reliability = engine reliability * (2 - required ventilation/actual ventilation)
For actual ventilation > required ventilation: engine adjusted reliability = engine reliability[/code][/quote]
I think it’s clear what the good strop is trying to tell us: when ventilation < 1/2 * required ventilation → reliability drops to 0
And there is a formula to calculate engine reliability with respect to cooling. It takes some time to figure out his formula, but it can be done
Clear?
Hell no instead of this math talk I always need to see some actual calculation. I dont know about you, but I am not so much of a math guy, only when I see numbers it becomes clear.
What I can see without any calculation is that the current rule means that 1/2 * cooling * 50.0 reliability = 25.0
That means, if car reliability and engine reliability are both 50.0, the resulting reliability is 25.0
Now if this is MTBF (is it?) I could dig out this thing I did here not long ago:
http://www.automationgame.com/phpBB3/download/file.php?id=18505
That would mean if MTBF == 25(*1000 km?) → Chance to fail in 1,000 km = 3,92%
Ok so I could make a spreadsheet where you enter actual cooling and cooling required, as well as engine reliability and it would give the resulting engine reliability (?)
It would normally be a value in the range of 20-45 and it could then be fed into the MTBF formula which gives the chance to finish the race, which would be ca 95% and up
I can say in advance that I dont like an random generation. But If we calculate the remaining percent into some sort of mechanical pit stop time, it would perhaps achieve what squidhead was suggesting (?) and without strop doing the facepalm (??)