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> Mechanical efficiency for block and tackle (given weight of material,weight of segments)
Mechanical efficiency for block and tackle (given weight of material,weight of segments)
Formula
eta
mechanical efficiency
G1
weight of material
G2
weight of segments
Formula description
Mechanical efficiency is a ratio of actual work output to Ideal work output. It is often expressed as a percentage.
Calculator (
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G1
newton
atomic unit of force
attonewton
centinewton
decanewton
decigram-force
decinewton
dekagram-force
dekanewton
dyne
exanewton
femtonewton
giganewton
gram force
hectonewton
joule/meter
kilogram force; kilopond; grave-force
kilonewton
kip; kip-force
meganewton
megapond
micronewton
milligrave-force, gravet-force
millinewton
nanonewton
ounce force
petanewton
piconewton
pond
pound
pound force
poundal
sthene (mts unit)
ten kilonewton
teranewton
thousand kilograms force
thousand pounds force
ton-force
ton-force (long)
ton-force (metric)
ton-force (short)
yoctonewton
yottanewton
zeptonewton
zettanewton
G2
newton
atomic unit of force
attonewton
centinewton
decanewton
decigram-force
decinewton
dekagram-force
dekanewton
dyne
exanewton
femtonewton
giganewton
gram force
hectonewton
joule/meter
kilogram force; kilopond; grave-force
kilonewton
kip; kip-force
meganewton
megapond
micronewton
milligrave-force, gravet-force
millinewton
nanonewton
ounce force
petanewton
piconewton
pond
pound
pound force
poundal
sthene (mts unit)
ten kilonewton
teranewton
thousand kilograms force
thousand pounds force
ton-force
ton-force (long)
ton-force (metric)
ton-force (short)
yoctonewton
yottanewton
zeptonewton
zettanewton
eta
decimal
%, percent,parts per hundred
‰, per mil,parts per thousand,per mille,permil,permille,per mill,promille
permyriad,basis point,bp,percentage in point,pip,parts per ten thousand,one-hundredth percent
parts per million,ppm
parts per billion,ppb
parts per trillion,ppt
parts per quadrillion,ppq
Precision
0
1
2
3
4
5
6
7
8
9
Formula code
C
C#
C++
Java
JavaScript
LaTeX
PHP
eta = G1/(G1+G2)
eta = G1/(G1+G2)
eta = G1/(G1+G2)
eta = G1/(G1+G2)
eta = G1/(G1+G2)
\eta = \frac{G_1}{G_1+G_2}
$eta = $G1/($G1+$G2)
References
wikipedia:Block and tackle.
wikipedia:Mechanical efficience.
Comment or add more code
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