To figure that out, we need to start by estimating how much electrical energy is required to run the engine and accessories. Fortunately for me, Randy has already done the work. He measured the electrical power required to run his '94 Civic EX:
Item...................@ 14.4v
Idling ............... 128w
Rev up to 3500 rpm: .. +35w
Heater fan setting 1: . 55w
.. Setting 2: ......... 98w
.. Setting 3: ........ 141w
.. Setting 4: ........ 189w
Marker lights: ........ 95w
Full lights: ......... 240w
A/C (heater fan
subtracted, but
incl. condenser fan):. 163w
Defroster: ........... 104w
Wipers 1: ............. 48w
Wipers 2: ............. 76w
Radiator fan: ........ 144w
With that info in hand, a back of the envelope calculation begins: around 163 watts for running the engine, ECU & fuel pump; marker lights @ 95 watts; cruise control at 30 watts (just a guess). For a total of about 288 watts.
Estimating fuel needed to run the alternator ...
The alternator isn't 100% efficient. In other words, the engine has to contribute more than 288 watts to generate 288 watts. According to Wikipedia, a modern alternator is between 50-62% efficient.
At 60% efficiency, it would take 480 watts of work from the engine to generate 288 watts of electricity.
Back of the envelope calculations
Back of the envelope calculations: 530 watts (0.64 hp) of energy from gasoline to run the alternator under light load.
But wait, there's more!
Let's not forget losses to belt friction and aerodynamic drag at the alternator pulley fan (which, being smaller than the crank pulley, spins much faster than engine RPM). I'm not sure if pulley drag is figured in the Wikipedia efficiency calculation or not, but since this is a back-of-the-envelope exercise, we'll say it isn't. Let's say belt & aero losses consume an additional 50 watts.
So the back of the envelope tells us that my car requires around 530 watts, or nearly two thirds of a horsepower (745.7 watts = 1 hp) to run its alternator (for the load specified).
I've calculated elsewhere that the Firefly has to generate 5.4 hp to maintain 70 km/h in ideal circumstances. So reducing that power requirement by 0.64 hp should reduce fuel consumption by a similar amount: which is 11.9% (at that speed).
Worth trying? Sure!