QUOTE: Originally posted by MichaelSol QUOTE: Originally posted by Leon Silverman I recall reading about the PRR's experience regarding their E-units versis the T-1's they replaced. It appeared that the wheels of the diesels were requiring replacement far more often than the steam engines. Then they discovered that the diesel engines were accumulating mileage five times faster than the T-1's. How could this occur if the diesel's availability was less than the steam engine's? The T-1steam engine was considered state-of-the-art technology after WW II. Not real clear here if you mean wheel rotations, or miles. According to published statistics, the E Units had about half the diameter of the T-1, so it had to rotate twice as many times to achieve the same distance. For a unit to do the same work, on a rail-horsepower basis, the E-7 had to go 4 times farther to achieve the same amount of work as a T-1. That is, if a T-1 moved a given tonnage of freight 1,000 miles, then in order for four of the FT units to achieve the same movement, the total of four locomotive units is 4,000 miles, each unit traveling 1,000 miles. If it is wheel rotations alone, then the T-1 would have approximately 262,000 wheel rotations, while the FT units, with half the diameter wheel, would have approximately 2.24 million total rotations to haul the same tonnage the same distance. I can see why they had to replace the wheels more often. You can see that the wear and tear on the E-7 diesel, to achieve the same amount of work as something like a T-1, was relatively high. Herein, as well, is the "trick" of why measuring unit maintenance costs on a locomotive mile basis, which was a favorite methodology in certain kinds of studies, was much preferred over a unit maintenance cost per ton mile of freight moved, which you will almost never see in those "studies". Steam could always generate good numbers on a ton miles basis compared to Diesel, poorer numbers on a locomotive miles basis.
QUOTE: Originally posted by Leon Silverman I recall reading about the PRR's experience regarding their E-units versis the T-1's they replaced. It appeared that the wheels of the diesels were requiring replacement far more often than the steam engines. Then they discovered that the diesel engines were accumulating mileage five times faster than the T-1's. How could this occur if the diesel's availability was less than the steam engine's? The T-1steam engine was considered state-of-the-art technology after WW II.
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QUOTE: Originally posted by MichaelSol QUOTE: Originally posted by M636C QUOTE: Originally posted by MichaelSol Well, for TomDiehl's example, since 50% of the units were different, A & B, if an A unit failed, bringing out a B unit didn't do much good. So, the redundancy had to be double that of Steam right off the bat. That isn't quite true. In general, you only needed one A unit per set of locomotives. So if an A unit failed, you could couple up a B unit (even with FT units, as long as they had couplers and not drawbars). This was proven by Santa Fe who purchased many of their early FT sets as A/B/B/B, at least until they could reach an agreement with the unions that a crew wasn't needed in the rear cab, at which stage they purchased a lot of A units to make up A/B/B/A sets. Following was the actual production: 555 A units, 541 B units If four unit sets, this suggested that 97% of such sets had an A unit on each end.
QUOTE: Originally posted by M636C QUOTE: Originally posted by MichaelSol Well, for TomDiehl's example, since 50% of the units were different, A & B, if an A unit failed, bringing out a B unit didn't do much good. So, the redundancy had to be double that of Steam right off the bat. That isn't quite true. In general, you only needed one A unit per set of locomotives. So if an A unit failed, you could couple up a B unit (even with FT units, as long as they had couplers and not drawbars). This was proven by Santa Fe who purchased many of their early FT sets as A/B/B/B, at least until they could reach an agreement with the unions that a crew wasn't needed in the rear cab, at which stage they purchased a lot of A units to make up A/B/B/A sets.
QUOTE: Originally posted by MichaelSol Well, for TomDiehl's example, since 50% of the units were different, A & B, if an A unit failed, bringing out a B unit didn't do much good. So, the redundancy had to be double that of Steam right off the bat.
QUOTE: Originally posted by futuremodal Tom, I think that steam had less likelyhood of road failure than the early diesel consists, precisely because steam utilized more preventive maintenance as part and parcel of regular maintenance. Conversely, those diesels had many more "maintenance free" parts that, due to the lack of *required* maintenance, were more likely to fail out in the middle of nowhere, e.g they didn't bother to check every wire and relay everytime, did they?
QUOTE: Originally posted by FJ and G "goodyear and big oil crushed the interurbans and trolley's" they didn't????????????????????? [?][:(][:O][8)][:D]
Nothing is more fairly distributed than common sense: no one thinks he needs more of it than he already has.
QUOTE: Originally posted by balboa110 Train crew size dropped dramatically also, but occurred over a longer period of time. What was the train crew size with triple headed steam? 10? With three diesels? 2?
QUOTE: Originally posted by MichaelSol QUOTE: Originally posted by TomDiehl [The statistic being quoted wasn't "failure" it was "availability." In my example, the one unit that failed was in its 13% non-available range, while the other 3 units, since they could be operated without the one that failed, were in their 87% available range. The use of the unit quantity multiplier was, therefore, not valid because the other three units could still do their job. Doesn't work that way. Three units as a "locomotive" would have a 65% availability. However, in this instance, the failed unit is still part of the statistical pool. The availability rate is still 57%. If there is a backup unit sitting somewhere, then that is part of the statistical pool and the availability rate is 50%. Now, the flaw above is the artful conversion of the economic impacts of the statistical problem into a practical problem on the road, for which, as was pointed out, very little data exists to form a conclusion. However, we do know exactly what the economic data is, and we have a compelling statistical explanation for it. Interestingly, the industry has a practical experience as well, shown by railroads attempting to get back to the road Steam model -- as much horsepower as possible in single units and as few "building blocks" as is feasible on the trains. Because they learned the hard way that they couldn't fight the statistical inevitability of the original MU model of low horsepower units.
QUOTE: Originally posted by TomDiehl [The statistic being quoted wasn't "failure" it was "availability." In my example, the one unit that failed was in its 13% non-available range, while the other 3 units, since they could be operated without the one that failed, were in their 87% available range. The use of the unit quantity multiplier was, therefore, not valid because the other three units could still do their job.
QUOTE: Originally posted by MichaelSol QUOTE: Originally posted by Murphy Siding My point is, MichaelSol is stretching things a bit to just disregard this little point . Disregard? To the contrary, it was my exact point: what is the economic gain if the assembly line product costs more per rail horsepower to buy and costs more to maintain than the "custom" product? Exactly what is the benefit of the assembly line in that instance? And I do think it is stretching things to ignore that particular point.
QUOTE: Originally posted by Murphy Siding My point is, MichaelSol is stretching things a bit to just disregard this little point .
Thanks to Chris / CopCarSS for my avatar.
QUOTE: Originally posted by wallyworld The root of statistical evaluation in this case is failure-whether it is steam or diesel motive power. I know of no statistics available of road failures comparing the percentage of each. I do know that in the early days of diesels, regardless if it was Alco-EMD-Baldwin-road failures were not an uncommon event. That is why field technicians were the norm on road units. It also depends on the quality of maintenance of steam the quality of which deteriorated in the transition period. PRR is the most notorious example. So with all of this in mind-both sets would be skewed.
QUOTE: Originally posted by MichaelSol QUOTE: Originally posted by TomDiehl [One thing not considered in this statistical exercise is the fact that the failure of one of the locomotive units did not sideline the entire set, what the diesel manufacturers called the "building block concept." The failed unit could be uncoupled, leaving the rest of the set to operate, or have another unit substituted. Another advantage of the MU concept. Adding a unit to the pool as backup does not improve the failure rate. Rather it required increased redundancy, at extra cost, and only degraded the overall availability statistic even further because then you have five units instead of four in the statistical pool, and the availability statistic drops to 50%. Try as you might, you can't beat the statistical odds which worked strongly against the economic efficiency of the multiple unit concept in attempting to replace high horsepower single unit motive power. The failed unit was rarely sitting in a yard, conveniently announcing in advance it was going to fail. It usually occured in service. Not too many standby units sitting on sidings along the way waiting to serve.
QUOTE: Originally posted by TomDiehl [One thing not considered in this statistical exercise is the fact that the failure of one of the locomotive units did not sideline the entire set, what the diesel manufacturers called the "building block concept." The failed unit could be uncoupled, leaving the rest of the set to operate, or have another unit substituted. Another advantage of the MU concept.
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