Miles per gallon gasoline equivalent: Difference between revisions

No edit summary
 
m (1 revision imported)
 
(5 intermediate revisions by 2 users not shown)
Line 1: Line 1:
[[category:units]]
[[category:units]]
[[Category:Done 2015-02-15]]  
[[Category:Done 2017-12-31]]  
<onlyinclude>'''Miles per gallon gasoline equivalent''' refers to the fuel efficiency of electric vehicles that compares how far a car can go with how much energy is in a gallon of gasoline.</onlyinclude> Is is a slightly arbitrary measurement, as efficiency for gasoline engines is radically different from electric motors. It is an attempt to compare apples to oranges, as the challenges of fuel efficiency for a heat engine-powered car are completely different from the challenges of energy efficiency for an electric car.
<onlyinclude>'''Miles per gallon gasoline equivalent''' refers to the [[fuel]] [[efficiency]] of electric vehicles that compares how far a [[transportation|car]] can go with how much energy is in a gallon of gasoline.</onlyinclude> This measurement is misleading as efficiency for gasoline engines is radically different from electric motors. The measurement is an attempt to compare apples to oranges, as the challenges of fuel efficiency for a [[heat engine]]-powered car are completely different from the challenges of energy efficiency for an electric [[electric vehicle]].


When testing electric vehicles for fuel economy, the United States EPA uses a standard of 115,000 [[BTU]] of energy per [[gallon]] (US) of [[gasoline]], which converts to 33.7 [[kWh]].<ref>http://www.edmunds.com/fuel-economy/decoding-electric-car-mpg.html</ref>


When testing [[Electric vehicle]]s for fuel economy, the United States EPA uses a standard of 115,000 [[BTU]] of energy per gallon of [[gasoline]], which converts to 33.7 [[kWh]].<ref>http://www.edmunds.com/fuel-economy/decoding-electric-car-mpg.html</ref> They then calculate a value for how much energy it takes the EV to travel 100 miles. To get the final MPGe measurement, they divide 33.7 kWh by the 100-mile energy use value, then multiply by 100.
::<math>115,000 BTU \times \frac{1055 \text{ J}}{1 \text{ BTU}}\times \frac{1 \text{ kWh}}{3,600,000 \text{ J}}= 33.7\text{ kWh}</math>


This result is misleading because kWh implies [[end use energy]]. Technically, gasoline is part of end use energy (it's a [[secondary fuel]]), but gasoline's energy is measured as [[heat]] not [[work]]. This gives electric vehicles an artificially good efficiency (usually by about a factor of 3). This idea is explained in more detail on the page [[energy loss]].


Nissan Leaf energy usage (kWh/100 mi) = 29<sub>comb</sub>. <m>MPG_e = 33.7/29 * 100 = 116 MPG_e</m>
To get an actual number for our MPGe, someone measures how many kWh the electric vehicle uses to travel 100 miles. This is then converted to the final MPGe measurement. For example, if an electric vehicle uses 29 kWh to travel 100 miles:


::<math>\frac{100 \text{ miles}}{29\text{ kWh}} \times \frac{33.7\text{ kWh}}{1\text{ gallon of gasoline}} = 116.2\text{ MPGe} </math>.
Note that this is roughly 3x a normal fuel efficiency for a car (38 mpg). That's because an [[internal combustion engine]] has waste heat that accounts for 2/3 of the energy in the car!


==References==
==References==
{{reflist}}
{{reflist}}
[[Category:Uploaded]]
[[Category:Uploaded]]

Latest revision as of 21:17, 14 April 2018

Miles per gallon gasoline equivalent refers to the fuel efficiency of electric vehicles that compares how far a car can go with how much energy is in a gallon of gasoline. This measurement is misleading as efficiency for gasoline engines is radically different from electric motors. The measurement is an attempt to compare apples to oranges, as the challenges of fuel efficiency for a heat engine-powered car are completely different from the challenges of energy efficiency for an electric electric vehicle.

When testing electric vehicles for fuel economy, the United States EPA uses a standard of 115,000 BTU of energy per gallon (US) of gasoline, which converts to 33.7 kWh.[1]

[math]115,000 BTU \times \frac{1055 \text{ J}}{1 \text{ BTU}}\times \frac{1 \text{ kWh}}{3,600,000 \text{ J}}= 33.7\text{ kWh}[/math]

This result is misleading because kWh implies end use energy. Technically, gasoline is part of end use energy (it's a secondary fuel), but gasoline's energy is measured as heat not work. This gives electric vehicles an artificially good efficiency (usually by about a factor of 3). This idea is explained in more detail on the page energy loss.

To get an actual number for our MPGe, someone measures how many kWh the electric vehicle uses to travel 100 miles. This is then converted to the final MPGe measurement. For example, if an electric vehicle uses 29 kWh to travel 100 miles:

[math]\frac{100 \text{ miles}}{29\text{ kWh}} \times \frac{33.7\text{ kWh}}{1\text{ gallon of gasoline}} = 116.2\text{ MPGe} [/math].

Note that this is roughly 3x a normal fuel efficiency for a car (38 mpg). That's because an internal combustion engine has waste heat that accounts for 2/3 of the energy in the car!

References