โJun-21-2004 09:12 PM
We are getting closer to answers I am looking for etc.
โOct-19-2004 09:52 AM
QUOTE
Gas engines have the same lifespan of diesel engines?????
High maintenance costs on a diesel engine?????
(Which solar system is this guy living in????? LOL!)
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If gas engines have the same lifespan of diesel engines, then why is there no deduction for miles on a diesel engined motorhome, versus a gas motorhome???
If diesel engines have higher maintenace costs than gas engines, why is it, that I almost never out of pocket on engine repairs, with EVERY diesel engine I've ever owned? All with hundreds of thousands of miles on them when sold.
โOct-19-2004 07:21 AM
There is no comparison between the trucks. A new burb and a new Dodge 3500 would be roughly the same price, but there is just no way a GMC 350 can campare in power and fuel economy with the RAM.
โOct-18-2004 01:31 PM
โOct-18-2004 10:00 AM
There is no comparison between the trucks. A new burb and a new Dodge 3500 would be roughly the same price, but there is just no way a GMC 350 can campare in power and fuel economy with the RAM.
โOct-18-2004 09:53 AM
โOct-16-2004 05:21 PM
โOct-12-2004 02:09 PM
โOct-12-2004 09:26 AM
2002 Born Free 24' RB,
Ford E-450
7.3 PowerStroke DieselCinderella- =^..^= Black Cat
โOct-12-2004 03:46 AM
โOct-11-2004 08:04 PM
Wow! That is alot of math. It will take me a while to go through it all. In actual practice I can understand what you are saying. I have talked to many people driving or hauling the same amount of weight,22,000#-26,000# GVW or GCW, and as one guy said,"It doesn,t matter what engine I have, I get 8-9 mpg." No one in our groupe pulls away from the other. Makes you wonder if diesels are worth the money.
Roger
โOct-11-2004 07:31 PM
2002 Born Free 24' RB,
Ford E-450
7.3 PowerStroke DieselCinderella- =^..^= Black Cat
โOct-11-2004 05:22 PM
โOct-11-2004 04:25 PM
โOct-11-2004 03:59 PM
โOct-11-2004 07:02 AM
If you want something to play with regarding these, I know that www.macktrucks.com has spec sheets for all our engines and transmissions.
First a basic one;
MPH = 60 x RPM/ M x Ra x Rt
where M = tire revs/mile (a truck reference is 504 revs/mile for 11R22.5 tires). Ra and Rt are the axle ratio and transmission ratio, respectively.
So, for a specific vehicle speed and a set gearing, you'll get hard rpm options.
You can also rearrange the formula to get the impact of final drive changes or determine optimum gearing, etc.
Road-Load Power (Pr) is next. This is the power in hp required at the wheels to move the vehicle at a certain speed. The base formula is:
Pr = [CrWv+0.0025CdAvSv2]Sv/375
Wv = Vehicle weight (GVW or GCW) in pounds.
Sv = Vehicle speed in mph.
Av = Frontal area in ft2 = width x (height - 0.75).
Cr = Coefficient of rolling resistance:
Pneumatic car tires on:
Pavement = 0.015
Concrete or asphalt = 0.013
Gravel = 0.02
Tarmacadam = 0.025
Unpaved road = 0.05
Field = 0.1 .... 0.35
Pneumatic truck tires on concrete = 0.006 .... 0.01
Cd = Coefficient of drag:
Cars = 0.3 - 0.5
Most trucks and tractor/trailers = 0.7
Doubles, triples, and flatbeds with loads = 0.77
Car haulers = 1.00
That's the power to move the vehicle on a flat surface. For every percent grade, add/subtract:
Wv Sv/37,500
Now to convert that to net engine power required at the flywheel, divide Pr by 0.85 for automatic transmissions or 0.95 for manuals to account for efficiency losses in the drivetrain.
Then simply look at the power curve for the rpm you need. If you are under the curve, you're at part load with power and acceleration to spare. If you're over it, you're slowing down until power required meets power available.
So, for reference, it takes about 200 hp to haul an 80,000 lb tractor/trailer rig down the road at 50 mph. It takes an additional 110 horses to pull it up a 1% grade. That's why Over The Road (OTR) trucks love big 500-600 hp engines. A trash truck at 300 hp may have way more power than it needs since they only go about 15-20 miles a day, even up and down the hills of San Francisco.
A lot of people automatically equate rpm with fuel consumption also. That's not always true. If I'm at full load in overdrive and I kick down into 3rd, the part load operation may make up for the higher engine speed. That's what I've found a lot with my Expedition, particularly in the mountains around my house.
This is also helpful when looking at gearing. A nice wide, flat power band is ideal in a normal engine. When you shift, your power requirements remain the same, so ideally you shift from the top of the power band to the bottom of the power band which keeps you accelerating smoothly. If the spacing between ratios is too big, you could shift to a point where you don't have the power you need and the engine will lug.
In a F1 car, however, you're going for high, peaky horsepower so the power band is narrow at 18,000 rpm. So they use 7 or 8 speed trannys with very close gearing to give them the rpm range that keeps them right at the peak. That's why they usually have to be pushed out of the pits- no low speed performance. It's also why mere mortals probably can't even get the things to move.
And why the different truck transmissions? Well, a dump truck will generally run at lower speeds so they won't be requiring as much power. An 18-speed tranny might give the driver a bunch of gears he won't ever get too and they might make his arm fall off from all the shifting. An OTR truck, however, will spend most of the time in top cruise gear and all that gearing will keep him right in the fuel economy sweet spot. Different strokes for different needs.
The general rule of thumb is that a good powertrain will have at least a 0.5% gradeability (enough power to tackle at least a 0.5% grade) at your highest cruise rpm and at least 1.5% gradeability at the peak torque rpm. The more the merrier.
For reference, the "gold standard" of grade tests is Baker Grade in California (I15 between Barstow and Vegas) which is 6-7% in 120ยฐ F ambients. El Cajone pass outside of LA at 8% is also referred to on occasion.
Now, could I have done the same with torque? Yep, but why? Particularly when everything in my business is measured in units per horsepower hour. Want to know how much fuel a truck will use in 150,000 miles? Take bsfc at 50% load, 50% rpm at an average truck speed of 50 mph and run the numbers out. That approximation will be close enough for friends.
Now there's one place that power doesn't work. Since you have to have motion to have power, you need something else to evaluate standing starts. That's Startability (S) given by:
S = (T@800)RaRtM/10.7Wv
where T@800 is the torque at clutch engagement.
That number should be at least:
14 for turnpike
16 for general on-highway
25 for moderate on/off highway
30 for severe on/off highway
And, again, the formula can be rearranged to give you the required gearing or torque for a desired startability.
There's another approach given by the National Truck Equipment Association (NTEA).
For startability, they calculate 2 gradeabilities.
The first is given by:
GA = (T x E x G x 1,200/R x Wv) - RR
where T = engine's peak net torque
E = Efficiency (assumed to be 85%)
G = Total ratio (Ra x Rt)
R = Loaded tire radius
RR = Road resistance in grade percent; 1.2 for average main highway, 1.5 for gravel
This gives you the grade that the truck will climb after starting. The second just subtracts 10 from the first. That's the grade on which the truck will start.
Then there's 2 formulas for top truck speed. The first shows the top speed that the truck is geared for, neglecting load and power:
MPH = RPM x R x 0.00594/G
The second neglects gearing:
MPH = 37,500 x HP x E/(% grade + RR) x Wv
where HP = Net horsepower at preferred RPM.
Calculate both top speed formulas and use the lowest number.
The NTEA approach can be useful if you know a lot about your operating conditions. Both approaches will give you similar analysis numbers.