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Unit Conversion Unit Conversion

Weight and Force Converter

Conversion of metric and imperial/American force and weight units.

Value Prefix
=....

Basic unit dimensions : [mass][length][time]-2
SI Unit : N = {kg.m.s-2}

$1\; \textrm{slugf}$ (slug-force)
Appr. Value Exact Value
$\small{ = 143.1 \; N}$ $= \frac{1\,744\,886\,100\,131\,775\,293}{12\,192\,000\,000\,000\,000} \;\small N$
$\small{= 0.1431 \; kN}$ $= \frac{1\,744\,886\,100\,131\,775\,293}{12\,192\,000\,000\,000\,000\,000}\;\small kN $
$\small{= 1.431×10^7 \; }$ $= \frac{1\,744\,886\,100\,131\,775\,293}{121\,920\,000\,000}\;\small dyne$
$\small{= 32.17 \;lbf}$ $= \frac{196\,133}{6\,096}\;\small lbf$
$\small{= 14.59\; kp}$ $= \frac{8\,896\,443\,230\,521}{609\,600\,000\,000}\;\small kp$
$1\; \textrm{kgf}$ (kilogram-force)
$\small{= 9.807\; N}$ $ = \frac{196\,133}{20\,000}\;\small N $
$\small{= 980\,665\; dyne}$
$\small{= 2.205 \;lbf}$ $= \frac{100\,000\,000}{45\,359\,237}\;\small lbf$
$\small{= 1 \;kp}$
$1\; \textrm{lbf}$ (pound-force)
$\small{= 4.448\; N}$ $= \frac{8\,896\,443\,230\,521}{2\,000\,000\,000\,000}\;\small N$
$\small{= 444822\; dyne}$ $=\frac{8\,896\,443\,230\,521}{20\,000\,000}\;\small dyne$
$\small{= 0.4536\; kp}$ $= \frac{45\,359\,237}{100\,000\,000}\; kp$
$1\; \textrm{ozf}$ (ounce-force)
$\small{= 0.278\; N}$ $= \frac{8\,896\,443\,230\,521}{32\,000\,000\,000\,000}\;\small N$
$\small{= 27\,801 \; dyne}$ $=\frac{8\,896\,443\,230\,521}{320\,000\,000}\;\small dyne$
$\small{= 0.0625\; lbf}$ $= \frac{1}{16}\; lbf$
$\small{= 0.02835\; kp}$ $= \frac{45\,359\,237}{1\,600\,000\,000}\; kp$
$1\; \textrm{pdl}$ (poundal)
$=\small{0.4973\; ozf}$ $= \frac{97\,536}{196\,133}\;\small ozf$
$=\small{0.03108 \; lbf}$ $= \frac{6\,096}{196\,133}\;\small lbf$
$=\small{0.1383 \; N}$ $= \frac{17\,281\,869\,297}{125\,000\,000\,000}\;\small N$
$=\small{13825 \; dyne}$ $= \frac{17\,281\,869\,297}{1\,250\,000}\;\small dyne$
$=\small{0.0141 \; kp}$ $= \frac{2\,468\,838\,471}{175\,118\,750\,000 }\;\small kp$
$1\; \textrm{sn}$ (sthène)
$=\small{1\; kN}$
$=\small{102 \; kp}$ $= \frac{20\,000\,000}{196\,133}\;\small kp$
$=\small{224.8 \; lbf}$ $= \frac{2\,000\,000\,000\,000\,000}{8\,896\,443\,230\,521}\;\small N$
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