LURCH said:
Not trying to nitpick, but this is kind-of an area of special study for me. I did some research and some figuring regarding driving an electric car that is charged up with electricity produced exclusively by burning coal (assuming that a regular coal-burning powerplant was the only source for the electricity and that plant produced polutants at the national average rate for coal-buring powerplants in the US). According to my calculations, the electric car produces about 1/2 the CO2 as a gasoline powered Internal Combustion Engine. Maybe a little off-topic, but worth mentioning, I think.
Very interesting - so OK, even approximately, how did you figure it?
For me it goes (loosely) like this:
Gasoline car uses x kW*hours energy to do a given journey. Electric car does the same.
For my 1998 Peugeot 108HP. 2.1 litre turbodiesel, which has
poorer fuel economy than the HDi models which replaced it, I get around 43-47miles/imperial gallon, which is around 36-39.5 miles/US gallon. I estimate on 2 hours driving I might use 110 kW*hours of energy. This has implications for folks unwilling to spend hours charging a car, and what happens if everybody wants to do it at the same time, but let us gloss over that (for now)
1. Some part of this work was done by electric car having to haul the additional battery mass up and down hills, and accelerating and braking the mass. Figure that some hybrid cars do recover some braking energy by charging back to batteries using the motors as regenerative brakes. The recovery efficiency I don't know, but its not 100%.
Gasoline car is rarely running fully tanked, and batteries are heavy.
We are not yet giving consideration to 'memory effect, self-discharge rate, capacity deterioration, replacement manufacture energy, etc. For the present, let us generously put these aside.
2. It was delivered via electric motors of efficiency E1. That came from batteries. That can involve efficiency Eb. 66% for NiCd. 75% for lead acid, something else for Li-ion. Choosing say a generous
80%, we now need
1.33x
3. Then you have the charger efficiency E3. The best get over 90%. Requirement is now
1.48x.
4. That electricity was delivered to a charge point at a (relatively) safe voltage. UK has 240V. USA has 110V. Copper and connection losses are proportional to the square of the current. USA losses are 4x higher, but assume good kit everywhere. Say a transformer 3kV to 100V has efficiency
Et1 at 98%. Let us generously ignore the high current copper losses on the secondary side. We are at
1.51x
5. The substation 33kV to 3kV - another transformer, another
Et2=98%. Now 1.54x. I don't know how many transformers might be involved here, but there will be at least one more at the power station. If the got up to a very low loss 300kV, then at least another 2 transformers would be used. I feel OK about
1.6x.
6. I don't know how much is lost in electricity transmission. It can only make the figure worse.
7. Then we come to the power station. This is what you get to choose from -> http://www.aie.org.au/melb/material/resource/pwr-eff.htm" Choosing the efficient Japanese station value
38.4% (and pausing to wonder at that Swedish power station!), we now need
4.22x of energy for the journey.
8. The energy density of liquid fuel is extremely high. That 2 hours worth can fit in a can I can carry, and the fraction of the 3000 gallon transporter energy that carried it to the gas station is going to be tiny.
Maybe in the end, they are comparable, the efficiency of the combustion engine counted (in effect putting the burning part at the end of the chain), and that heat was used up in dragging off the fuel fraction. Even so, I am having a hard time reconciling how using an electric car discounts the
4.2x back to less than
0.5 *[what the car would have used] - or have I missed something very basic?