How many foot pound in 1 electron volt?
The answer is 1.1817053329112E-19.
We assume you are converting between foot-pound force and electronvolt.
You can view more details on each measurement unit:
foot pound or electron volt
The SI derived unit for energy is the joule.
1 joule is equal to 0.73756214927727 foot pound, or 6.2415064799632E+18 electron volt.
Note that rounding errors may occur, so always check the results.
Use this page to learn how to convert between foot pounds and electronvolts.
Type in your own numbers in the form to convert the units!
1 foot pound to electron volt = 8.4623465101609E+18 electron volt
2 foot pound to electron volt = 1.6924693020322E+19 electron volt
3 foot pound to electron volt = 2.5387039530483E+19 electron volt
4 foot pound to electron volt = 3.3849386040644E+19 electron volt
5 foot pound to electron volt = 4.2311732550804E+19 electron volt
6 foot pound to electron volt = 5.0774079060965E+19 electron volt
7 foot pound to electron volt = 5.9236425571126E+19 electron volt
8 foot pound to electron volt = 6.7698772081287E+19 electron volt
9 foot pound to electron volt = 7.6161118591448E+19 electron volt
10 foot pound to electron volt = 8.4623465101609E+19 electron volt
You can do the reverse unit conversion from electron volt to foot pound, or enter any two units below:
foot pound to hectojoule
foot pound to femtojoule
foot pound to gallon
foot pound to calorie
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foot pound to exajoule
foot pound to megalerg
foot pound to Board of Trade unit
foot pound to yottajoule
foot pound to gigawatt-hour
In physics, a foot-pound force (symbol ft·lbf or ft·lbf), usually abbreviated to foot-pound, is an Imperial and U.S. customary unit of mechanical work, or energy, although in scientific fields one commonly uses the equivalent metric unit of the joule (J). There are approximately 1.356 J/ft·lbf, or exactly 1.355 817 948 331 400 4 J/ft·lbf.
In physics, the electron volt (eV) is a unit of energy. By definition, it is equal to the amount of kinetic energy gained by a single unbound electron when it accelerates through an electrostatic potential difference of one volt.
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