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BigMikenot to split hairs, or trannys for that matter, but 50 transmissions @ 3.95 (1st gear) would be 675856945666696925678609361162:1. Not 197.5:1. The gear ratios multiply. Consider a tripple case with stock gears that's 2.28*2.28*2.28, not 2.28*3, so 50 trannys would be 3.95^50.
I'd like to have the overdrive option of the dual tranny setup. Imagine gearing your truck for the trail, then driving the highway with the rear box in 5th. That'd be sweet.
Hey csudman,I was thinking about the torque loads on the trans and then I saw it mentioned on the pirates as well so I thought I would bring it up.22R-E: 3.95 x 112 hp & 142 tq = 442 HP & 561 TQ22R: 3.93 x 96 hp & 129 tq = 377 HP & 507 TQI really dont think I would run a L- or G- or W-series trans behind a 500 ft-lb V8 engine!!!!!!!! Im really courious to see how the trans hold up. Please keep us updated!!!
Futhuremore, Marlin's tripple Crawler with two sets of 4.70:1 yields a 198.9:1 ratio in front of the output shaft in his transfercase, and he's had this installed and operating since '97 I believe and he has yet to break an output shaft. At this rating, if his engine is putting out even 120 ft lbs of torque, then that's no-joke 23,873 ft-lbs of torque entering his output shaft.
I know how to determine simple static loads, but I have never learned anything about dynamic loads.Those figures were taken from our bearing book.
Just a little info (from a graduated ME in the business). You cannot simply multiply the hp ratings of the engines."Using your logic, 22R: 3.93 x 2.28 x 96 hp & 129 tq = 860 HP & 1156 TQ to the 2nd transfer case. I wouldn't run a stock toyota transfer case behind an 860 hp engine, but...isn't the reason they survive because they don't have impact loads at crawl speeds?"They will not change across the gears.HP = Torque x RPM / 5252For example:If an engine produces 150 lb-ft at 4000 rpm, then it would produce (4000/5252)*150 = 114.242 hpIf we run that through a tranny with 4:1 first.The torque output of the tranny is 600 lb-ft, but at only 1000rpm.Therefore the hp is (1000/5252)*600 = 114.242hp.Hp cannot be created by gearing, it is always constant (without taking friction and heat into consideration).Gearboxes are usually rated at input torque and output hp with a max rpm. (I am going off memory, I may have the torque and hp rating backwards.)Tom
If we run that through a tranny with 4:1 first.The torque output of the tranny is 600 lb-ft, but at only 1000rpm.
HP = Torque x RPM / 5252For example:If an engine produces 150 lb-ft at 4000 rpm, then it would produce (4000/5252)*150 = 114.242 hp
How much torque do you think Marlin's 3rd transfer case sees in the real world?
But this is only true in linear situations. Two engines can have the same torque output at a given rpm, but have entirely different horsepower curves and rating.But if you are really really really stuck to the point where the ground is completely holding the back tire in a way that either something breaks or the front end is lifted off the ground and the vehicle does a wheelie and flops over backwards, then, at 4000rpm, the load would be much larger, therefore the output of the engine would be much greater (closer to the max output), and now we are talking about 20+ thousand ft-lbs of torque acting on the rear axles, if nothing else up-the-power-line fails.
Horsepower is nothing more than a calculated number so if the torque curves are the same the horsepower curves will also be the same.
The only way for the drivetrain to provide enough resistance for the engine to actually transfer 20,000 ft-lb would be if everything could handle that kind of torque, and it can't so "really really really stuck" still only will provide about 9,000 ft-lb to the rear axles.
Apart from the numbers, I always thought that HP was how long the engine can sustain an accelerated pace. Since power is a measure of force/time.But I wonder how the energy is conserved? It seems that if you put 1.1 lbs on tissue paper that is rated at 1 lb then you could watch it slowly tear, or you could put 100 lbs on tissue paper that is rated at 1 lb and watch the weight go right through it. I seems that in order for the rate of failure to be accelerated, it will require more energy to do so, and in fact, the 1 lb tissue will actually be pushing back at maybe 2 lbs even, who knows...
and in fact, the 1 lb tissue will actually be pushing back at maybe 2 lbs even, who knows...
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