I somehow don't get those two curves in the graph. Could someone explain the difference between fuel economy and Efficiency?

It looks like the darker one is the average consumption and the upper one is the "could be". Is that so? Thanks.

As I read it "fuel economy" is the volume of fuel to move the entire vehicle 1 mile, whereas "Efficiency" is the volume of fuel to move a ton of vehicle 1 mile, so for example if the vehicles became heavier over time without requiring more fuel to move them a given distance "Efficiency" could increase while "fuel economy" would remain unchanged.

This could have been achieved by offsetting factors such as improved aerodynamics, reduction of frictional losses in the power train (engine, transmission, differential, tires, etc), engine designs that extract more of the potential energy from the fuel, etc.

Surely a 2 tonne vehicle which uses 1 gallon of fuel to move 50 miles is no more efficient than a 1 tonne vehicle which uses 1 gallon of fuel to move 50 miles. Both are using the same amount of fuel to do the same job.

Certainly the 2 tonne vehicle is moving twice the mass, but that just means there is 1 tonne of parasitic weight to be moved.

Yes, fuel efficiency means how much work is done (e.g., a 20 mpg 2 ton vehicle is twice a fuel efficient as a 20 mpg 1 ton vehicle); fuel economy means how far does a vehicle go on a volume of fuel. The similarity between the two is often used by propagandists to confuse people. The EPA City/Hwy fuel economy ratings (and others in different countries) should be one's yardstick.

(Corrected: I wondered why I received negative scores)

The distinction between "economy" and "efficiency" is astute and relevant.

A Ford Model-T got 20 mpg. Economically, it does about as well as modern pickup truck. However, a modern pickup will haul much more (including its own weight) than a Model-T could ever hope to carry for the same fuel. Thus a modern truck is more efficient. The increases in efficiency mean that more of the fuel is converted to power and less to waste heat.

Had the increases in efficiency over the last decade been reinvested into cars weighing a ton or less, people would easily be averaging 40 mpg or more. For example, in college I had a 1983 Subaru Wagon -- it got 30 mpg (less in 4wd). It wasn't a race car by any means, but it did the job. As engines became more efficient however, car manufacturers used that efficiency to make cars larger, or increase horsepower because consumers like the feeling of acceleration when they stomp on the gas, or the smooth ride of a 4000 pound beast.

Manufacturers could have used that efficiency to make smaller motors, keep the power around 80 horses, and in so doing, create cars that directed the efficiency gains toward gas savings, i.e., "economized" on fuel usage. Indeed, in many parts of the world, regular ICE powered cars get 60 or 70 mpg right now in a perfect example of how efficiency can be translated into more horses OR less fuel usage.

Anyway, I've suspected that cars have become more efficient because really big vehicles do a whole lot better than the really big '76 Impala I had in HS (10 mpg), and it has frustrated me that it's virtually impossible to find anything better than 35 mpg when even in the 80s, such cars were all around.

Certainly the 2 tonne vehicle is moving twice the mass, but that just means there is 1 tonne of parasitic weight to be moved.

Who you calling a parasitic mass. Anyway can't you figure - one case of beer in back, one ton, - two cases of beer you need twice the vehicle, like uh, two tons.

However, a modern pickup will haul much more (including its own weight) than a Model-T could ever hope to carry for the same fuel. Thus a modern truck is more efficient. The increases in efficiency mean that more of the fuel is converted to power and less to waste heat.

If you are talking about carrying sash weights about you may be right but what good is that if you are carrying something like hay, eh? Moved my house in a old small Toyota truck and moved it faster than I could have with one of the monster short box beasts I see. Anyway like I implied above, most carrying done by them is the mandatory box of beer .

Surely a 2 tonne vehicle which uses 1 gallon of fuel to move 50 miles is no more efficient than a 1 tonne vehicle which uses 1 gallon of fuel to move 50 miles. Both are using the same amount of fuel to do the same job.

A perfectly valid question, yet currently rated -1, and nobody answered his question. Get a life people.

Your reasoning is correct IF THE VEHICLE IS TRAVELING AT CONSTANT SPEED. (Sorry for the caps, but that point needs emphasizing.) The problem comes in when you have to accelerate. Since F=ma, it takes twice the force (and therefore twice the work since W=Fd) to bring the 2 tonne car up to your desired speed as compared to the 1 tonne car. Every time you accelerate you're using at least twice as much fuel, all other things being equal (e.g., engine, aerodynamics etc...) That is one reason why SUV's are less fuel efficient than passenger cars.

However, if you're smart, you probably realize this is not the whole story because if it was, SUV's should get the same highway mileage as a toyota corolla. However, they don't...because a) people don't travel at a constant speed on the highway and I believe the new rules on quoting mileage require the companies to quote mileage under "real life" driving conditions. b) SUV's have absolutely useless aerodynamics and aerodynamics is the major factor contributing to fuel consumption on the highway.

I hope you're not a troll, but even if you are, there is my honest answer to your question.

It is "ton-miles/gallon". In other words, MPG multiplied by the vehicle weight. Thus to me what the report shows is that efficiency has been increasing, but the increases have been squandered by making the vehicles heavier.

But the implication is that if they scale things down to reduce the vehicle weight, that they can easily achieve nearly 40mpg with no new technology being developed..

It is "ton-miles/gallon".

I would hope it would be something a bit more complicated. Many loses do not scale with vehicle size, for instance aerodynamic drag scales as frontal cross section (basically length squared), whereas volume and mass scale as length to the third power. The bigger vehicle -all other things being equal, will be more efficient using a simple ton-miles/gallon metric. Other measures, such as power delivered to the wheels, versus fuel consumption make more physical sense.

And of course a lot of efficiency is lost by using a vehicle that is oversized for its usual task. Efficiency is also lost by sizing the engine large enough to provide bursts of very high acceleration, versus having just enough power to maintain cruising speed.

It is true that this may be simplistic, but scaling down vehicles doesn't only mean scaling down weight. Some of the big SUVs are just way too large no matter how you look at it. If you scale down vehicle dimensions, then cross sectional area is also reduced and thus aerodynamic drag is reduced. And if you are designing new vehicles, you might as well try and eliminate the sawed-off back that is common in minivans and SUVs, which should also help reduce the drag.

Not while it is true that a trivial scaling of vehicles doesn't make sense, I find it interesting that such a trivial metric actually does show continuing gains..

Isn't efficiency the amount of work extracted from a gallon of fuel. This can lead to greater power or more economy or a mixture of both. It seems car makers have given the engines greater performance while maintaining the same levels of fuel economy. They can do it the other way around.

In aircraft efficiency is a measure of specific fuel consumption that is, pounds of fuel divided by horsepower hour. The resultant figure is usually a fraction somewhere between 0.50 and 0.30. The lower the better. These calculations must be done on a dynamometer and leave out aerodynamics and rolling resistance. Ton miles per gallon can include such things as the greater distortion of tires that comes with more weight as well as the higher amount of fuel needed to reach a given speed or for hill climbing.

I'm saddened to see The Oil Drum abuse the term "efficiency." They should really know better.

For clarification: efficiency is a percentage, between 0 and 100%. That is, it's unitless. Energy efficiency is always joules/joules (or equivalently watts/watts). Anything else, including short ton*miles/gallon, is not a measure of efficiency. Energy efficiency is useful for measuring power supplies and electrical transmission lines and heat pumps. It's not useful for measuring cars.

Here's a secret: all horizontal transportation has the same efficiency. It's all zero percent efficient. Why? Simple – because you're not doing any work! *All energy* expended moving something across the Earth's surface goes into losses. It ends up as heat in the engine, or the exhaust, or the tires, or the air swirled around, or the surrounding objects that absorb the engine noise. It all goes to heat.

If you doubt that, here's a thought experiment. Imagine the lowest energy transportation system possible. Suspend a pod via magnetic levitation in an evacuated tunnel. Everything uses high-temperature superconductors. The pod is accelerated with linear induction motors up to speed, and then the energy is recaptured at the end point. So, after your trip has completed, the end result is (theoretically) zero net energy expenditure. Any energy used would be purely thermodynamic losses, not because there's an inherent energy requirement to move stuff around.

What they're trying to measure is properly called "linear mass efficacy." Though I admit, it's not as catchy as "efficiency." In the automotive world we actually have a unit that measures efficiency – the horsepower*hour/gallon gasoline. Now, efficiency is always unitless, so that unit is simply a dimensionless constant equal to 0.020378593 (for regular gas). That is, 100% efficiency = 49.07 hp*hour/gallon gas. You usually see tractors measured in hp*hour/gallon.

Simply put cars get the same miles per gallon while moving more weight.
Another example- Semi trucks get @6 miles per gallon while moving 80,000 lbs. A 2,000 lb car then should get 240 miles per gallon. Find a consumer who wants to shift through 20 gears to get up to 55 MPH and wants to slowly grind up hills. Consider what it would be like to drive a car that accelerates like a fully loaded semi- 2-3 gear changes to move through an intersection- you get the picture.
There is a 200 MPG experimental car made by VW. Looks like a fighter jet NOT a hummer.

I'm glad to see TOD print this article. This hits at the core.
Thanks!