[quote]pookie wrote:
Zap Branigan wrote:
The 10% figure seems awfully low for any engine but it is possible if you take all the wasted energy in the rest of the vehicle into account, such as braking, etc.
Good point. 10% of what exactly? The complete energy that can be extracted from burning gasoline chemically? It’s certainly not 10% of E=mc^2 with the weight of the gasoline as m, that’s for sure.
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The word “efficiency” usually refers to 1st Law of Thermodynamics Efficiency, which is [Work Out / Energy In].
‘Work out’, in this case, refers to work done from propelling your car; ‘energy in’ refers to the energy produced by burning gasoline. Around 70% of the energy produced by burning gasoline is not spent propelling the car, so a car operates at around 30% 1st Law efficiency. Some of the energy “wasted” is used to power the car’s peripherals, so it is not a total loss from a design perspective.
This is the “efficiency” number most often referenced, but it is a little simplistic.
A heat engine, which is what an ICE is, is driven by a temperature differential. Just like a hydroelectric plant will not do work if the water level behind the dam is the same as the water level in front of the dam, a heat engine can not do work if the ambient temperature is the same as the temperature the engine operates at.
You can calculate the theoretical maximum efficiency a heat engine can achieve by using the Carnot efficiency. [(Engine Temp - Ambient Temp)/ Engine Temp]. Temperatures measured in Kelvin.
Unless a heat engine is operated in an ambient temperature of absolute zero, it cannot achieve 100% Carnot efficiency.
You can calculate the “real” efficiency of an engine by calculating [(Work Out)/(Energy In)]/(Carnot Efficiency).
If the theoretical maximum efficiency a heat engine can achieve at a given ambient temperature is, say 65%, then getting a (Work Out/Energy In) efficiency of 35% isn’t bad at all. In fact, it is more accurate to say that the engine is operating at 54% “real” efficiency (.35/.65).
When you hear that a car is “operating at 30% efficiency”, that is most likely referring to (Work Out/Energy In). However, unless you’re driving around at absolute zero, it is theoretically impossible to achieve 100% efficiency. So simply saying “30% efficiency” is inaccurate. If the max efficiency possible in a given environment is only 65% (which is pretty typical in real-world situations), then 30% (Work Out/Energy In) isn’t too shabby.
The take home lesson here is to take every number you hear in the media with a grain of salt. Especially when it comes from media that doesn’t know the difference between energy and power.