How many pound-force in 1 yoctonewton?
The answer is 2.2480894387096E-25.
We assume you are converting between pound-force and yoctonewton.
You can view more details on each measurement unit:
pound-force or yoctonewton
The SI derived unit for force is the newton.
1 newton is equal to 0.22480894387096 pound-force, or 1.0E+24 yoctonewton.
Note that rounding errors may occur, so always check the results.
Use this page to learn how to convert between pounds-force and yoctonewtons.
Type in your own numbers in the form to convert the units!
1 pound-force to yoctonewton = 4.4482216E+24 yoctonewton
2 pound-force to yoctonewton = 8.8964432E+24 yoctonewton
3 pound-force to yoctonewton = 1.33446648E+25 yoctonewton
4 pound-force to yoctonewton = 1.77928864E+25 yoctonewton
5 pound-force to yoctonewton = 2.2241108E+25 yoctonewton
6 pound-force to yoctonewton = 2.66893296E+25 yoctonewton
7 pound-force to yoctonewton = 3.11375512E+25 yoctonewton
8 pound-force to yoctonewton = 3.55857728E+25 yoctonewton
9 pound-force to yoctonewton = 4.00339944E+25 yoctonewton
10 pound-force to yoctonewton = 4.4482216E+25 yoctonewton
You can do the reverse unit conversion from yoctonewton to pound-force, or enter any two units below:
pound-force to kilogram
pound-force to pond
pound-force to yottanewton
pound-force to joule/meter
pound-force to femtonewton
pound-force to attonewton
pound-force to nanonewton
pound-force to decigram
pound-force to giganewton
pound-force to millinewton
The pound-force is a non-SI unit of force or weight (properly abbreviated "lbf" or "lbf"). The pound-force is equal to a mass of one pound multiplied by the standard acceleration due to gravity on Earth (which is defined as exactly 9.806 65 m/sē, or exactly 196,133/6096 ft/sē, or approximately 32.174 05 ft/sē).
The SI prefix "yocto" represents a factor of 10-24, or in exponential notation, 1E-24.
So 1 yoctonewton = 10-24 newtons.
The definition of a newton is as follows:
In physics, the newton (symbol: N) is the SI unit of force, named after Sir Isaac Newton in recognition of his work on classical mechanics. It was first used around 1904, but not until 1948 was it officially adopted by the General Conference on Weights and Measures (CGPM) as the name for the mks unit of force.
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