thunderchief
Senior Member
Considering that dilemma about one or two-engined fighter , there is actually whole mathematical theory explaining and modeling various pros and cons . I will try to explain simplest possible example :
Let's assume we have J-10 with one AL-31 engine and Su-30 with two of the same . To simplify matters we will also assume those engines to be identical , with same probability of failure . For example Pf=0.01 at 100 hours (I invented those numbers , they don't have anything to do with real engines ) .
Now, for a J-10 , probability of crash after 100 h would be 1% and probability of fully operational status would be 99% (1-Pf) . Again, as I said, I disregarded other factors .
But for a Su-30, probability of crash (failure of both engines) would be Pf x Pf = 0.0001 i.e. 0.01% . So far so good , you would say . But probability of fully operational status would be (1-Pf) x (1-Pf) = 0.9801 i.e. 98.01% , lower then J-10 ! because Su-30 needs both engines in running condition to be fully operational . Su-30 has 1.98% chance for developing problems on one engine (either of them) and remaining grounded (although not destroyed) .
Therefore, if you decide to buy two-engined fighters instead of those with single engine, you would probably start with smaller number (twin-engined planes are usually more expensive then single-engined ones ). You would have less total write-offs , but at the same time you could expect less overall availability of your planes .
Let's assume we have J-10 with one AL-31 engine and Su-30 with two of the same . To simplify matters we will also assume those engines to be identical , with same probability of failure . For example Pf=0.01 at 100 hours (I invented those numbers , they don't have anything to do with real engines ) .
Now, for a J-10 , probability of crash after 100 h would be 1% and probability of fully operational status would be 99% (1-Pf) . Again, as I said, I disregarded other factors .
But for a Su-30, probability of crash (failure of both engines) would be Pf x Pf = 0.0001 i.e. 0.01% . So far so good , you would say . But probability of fully operational status would be (1-Pf) x (1-Pf) = 0.9801 i.e. 98.01% , lower then J-10 ! because Su-30 needs both engines in running condition to be fully operational . Su-30 has 1.98% chance for developing problems on one engine (either of them) and remaining grounded (although not destroyed) .
Therefore, if you decide to buy two-engined fighters instead of those with single engine, you would probably start with smaller number (twin-engined planes are usually more expensive then single-engined ones ). You would have less total write-offs , but at the same time you could expect less overall availability of your planes .