Forum Discussion
174 Replies
- ib516Explorer II
Bionic Man wrote:
IdaD wrote:
I haven't watched the video but were these guys running at wide open throttle or were they holding back to stay within the speed limit? If the latter is the case this is meaningless. If the former is the case this is still meaningless because the fastest one is only 15 seconds quicker than the slowest one. Power isn't really a distinguishing quality with these newer diesel trucks and that's been the case for awhile.
I haven't watched the video yet either, but I am pretty sure that it takes 8 minutes to run up at the 60 MPH speed limit.
None of the trucks can maintain the speed limit with the load. I think they mention that the Ford couldn't exceed 40 or 45 mph. I'd have to watch it again to be sure. In any case, it is a test of the power trains. - ib516Explorer II
4x4ord wrote:
It looks like they need to run the new 445 HP/ 915 lbft Duramax up against the old 397 HP/765 lbft engine.
click
They mention that run in the video and state it was 1400# less than this current load. This load, the trailer alone was 22800#, and they don't mention people/cargo weight. Environmental conditions can have a slight effect too (wind)? - 4x4ordExplorer III
Wild Card wrote:
4x4ord wrote:
travelnutz wrote:
Me Again,
DUH! HP is merely a theoretical calculation moniker derived from how fast the TORQUE applied to the drive wheels rotates them thus creating measurable RPM. HP is NOT a direct measurable value! Zero torque = Zero RPM and thus Zero HP could even be calculated. Even 1000 lbs feet torque with zero RPM = zero HP. There is Zero RPM if there's insufficient TORQUE to rotate the wheels. HP is merely a theoretical value calculation, not a measured value!
A "horse" does not have a given pulling or rotational strength value as there are vast differences is sizes and pulling strengths of all the various horses. A given size horse's pulling strength can be actually measured but which horse?
The more FORCE (TORQUE) one applies to wheel shaft, the more RPM's it will turn! No where is the word HP used or even involved to make the wheel turn to any RPM's!
TORQUE and RPM are measurable but NOT HP as it's only a theoretical calculation!
Read the article that meagain posted a link to. Power is the rate of doing work. Neither Rpm nor torque are needed to calculate HP. The formula: HP= torque x rpm/5252 is derived from the definition of horsepower(1 horsepower is the power required to lift 550 lbs 1ft in 1 second). If the formula involving rpm and torque were to be stated accurately it would read HP = torque x rpm x pi/16500.
Yep, HP is a fictional number. Torque does the work
If you read the article that meagain has posted the link to and come up with the conclusion that "HP is a fictional number. Torque does the work." There maybe no hope for you. - Wild_CardExplorer
4x4ord wrote:
travelnutz wrote:
Me Again,
DUH! HP is merely a theoretical calculation moniker derived from how fast the TORQUE applied to the drive wheels rotates them thus creating measurable RPM. HP is NOT a direct measurable value! Zero torque = Zero RPM and thus Zero HP could even be calculated. Even 1000 lbs feet torque with zero RPM = zero HP. There is Zero RPM if there's insufficient TORQUE to rotate the wheels. HP is merely a theoretical value calculation, not a measured value!
A "horse" does not have a given pulling or rotational strength value as there are vast differences is sizes and pulling strengths of all the various horses. A given size horse's pulling strength can be actually measured but which horse?
The more FORCE (TORQUE) one applies to wheel shaft, the more RPM's it will turn! No where is the word HP used or even involved to make the wheel turn to any RPM's!
TORQUE and RPM are measurable but NOT HP as it's only a theoretical calculation!
Read the article that meagain posted a link to. Power is the rate of doing work. Neither Rpm nor torque are needed to calculate HP. The formula: HP= torque x rpm/5252 is derived from the definition of horsepower(1 horsepower is the power required to lift 550 lbs 1ft in 1 second). If the formula involving rpm and torque were to be stated accurately it would read HP = torque x rpm x pi/16500.
Yep, HP is a fictional number. Torque does the work - 4x4ordExplorer III
Huntindog wrote:
4x4ord wrote:
No matter. It is a well known fact that 4.10 gears will perform better in towing than 3.73stravelnutz wrote:
Me Again,
DUH! HP is merely a theoretical calculation moniker derived from how fast the TORQUE applied to the drive wheels rotates them thus creating measurable RPM. HP is NOT a direct measurable value! Zero torque = Zero RPM and thus Zero HP could even be calculated. Even 1000 lbs feet torque with zero RPM = zero HP. There is Zero RPM if there's insufficient TORQUE to rotate the wheels. HP is merely a theoretical value calculation, not a measured value!
A "horse" does not have a given pulling or rotational strength value as there are vast differences is sizes and pulling strengths of all the various horses. A given size horse's pulling strength can be actually measured but which horse?
The more FORCE (TORQUE) one applies to wheel shaft, the more RPM's it will turn! No where is the word HP used or even involved to make the wheel turn to any RPM's!
TORQUE and RPM are measurable but NOT HP as it's only a theoretical calculation!
Read the article that meagain posted a link to. Power is the rate of doing work. Neither Rpm nor torque are needed to calculate HP. The formula: HP= torque x rpm/5252 is derived from the definition of horsepower(1 horsepower is the power required to lift 550 lbs 1ft in 1 second). If the formula involving rpm and torque were to be stated accurately it would read HP = torque x rpm x pi/16500.
So obviously, if the DA had 4.10s it would do better.
At one time, the Ram/Cummins was available with 3 different gear ratios, and 3 different tow ratings.
I will leave it up to the math gurus to debate as to why that is.
On this particular hill the Chevy might have been geared right. It started out at 55 mph and averaged about 46 mph so it likely spent a fair amount of time at around 40 mph. With 235/80r17 tires and the 3.73 gears the Duramax would be running 2854 rpm at 40 mph in second gear. If it had had a 4.10 final gear ratio at 40 mph the engine would be turning 2427 rpm in 3rd gear or 3137 in 2nd gear.....In either gear the truck would have slowed down.
Edit: The Ford should have been pretty comfortable at 40 mph with 4.10 final drives. It would have been running in 3rd gear at 2662 Which is pretty close to peak HP. - alexleblancExplorerGuys, were talking about a 15 second split on a 10 minute time, it just goes to show how exceptionally closely matched all three trucks are. I do personally think that the particular F350 they used was going through a regen or something.
- HuntindogExplorer
4x4ord wrote:
No matter. It is a well known fact that 4.10 gears will perform better in towing than 3.73stravelnutz wrote:
Me Again,
DUH! HP is merely a theoretical calculation moniker derived from how fast the TORQUE applied to the drive wheels rotates them thus creating measurable RPM. HP is NOT a direct measurable value! Zero torque = Zero RPM and thus Zero HP could even be calculated. Even 1000 lbs feet torque with zero RPM = zero HP. There is Zero RPM if there's insufficient TORQUE to rotate the wheels. HP is merely a theoretical value calculation, not a measured value!
A "horse" does not have a given pulling or rotational strength value as there are vast differences is sizes and pulling strengths of all the various horses. A given size horse's pulling strength can be actually measured but which horse?
The more FORCE (TORQUE) one applies to wheel shaft, the more RPM's it will turn! No where is the word HP used or even involved to make the wheel turn to any RPM's!
TORQUE and RPM are measurable but NOT HP as it's only a theoretical calculation!
Read the article that meagain posted a link to. Power is the rate of doing work. Neither Rpm nor torque are needed to calculate HP. The formula: HP= torque x rpm/5252 is derived from the definition of horsepower(1 horsepower is the power required to lift 550 lbs 1ft in 1 second). If the formula involving rpm and torque were to be stated accurately it would read HP = torque x rpm x pi/16500.
So obviously, if the DA had 4.10s it would do better.
At one time, the Ram/Cummins was available with 3 different gear ratios, and 3 different tow ratings.
I will leave it up to the math gurus to debate as to why that is. - Turtle_n_PeepsExplorerWell, we now know which manufacture is padding the books. :B First we have fake news and now we have fake HP. :B
- blofgrenExplorerSo how did the new Ford with it's increased torque and aluminum body not eat the other 2 for lunch? I thought towing just got easier??? :B
I think the "old school" Ram did just fine in both looks and performance. ;) - 4x4ordExplorer III
travelnutz wrote:
Me Again,
DUH! HP is merely a theoretical calculation moniker derived from how fast the TORQUE applied to the drive wheels rotates them thus creating measurable RPM. HP is NOT a direct measurable value! Zero torque = Zero RPM and thus Zero HP could even be calculated. Even 1000 lbs feet torque with zero RPM = zero HP. There is Zero RPM if there's insufficient TORQUE to rotate the wheels. HP is merely a theoretical value calculation, not a measured value!
A "horse" does not have a given pulling or rotational strength value as there are vast differences is sizes and pulling strengths of all the various horses. A given size horse's pulling strength can be actually measured but which horse?
The more FORCE (TORQUE) one applies to wheel shaft, the more RPM's it will turn! No where is the word HP used or even involved to make the wheel turn to any RPM's!
TORQUE and RPM are measurable but NOT HP as it's only a theoretical calculation!
Read the article that meagain posted a link to. Power is the rate of doing work. Neither Rpm nor torque are needed to calculate HP. The formula: HP= torque x rpm/5252 is derived from the definition of horsepower(1 horsepower is the power required to lift 550 lbs 1ft in 1 second). If the formula involving rpm and torque were to be stated accurately it would read HP = torque x rpm x pi/16500.
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