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<record version="17" id="199">
 <title>Work in classic mechanics</title>
 <name>WorkInClassicMechanics</name>
 <created>2006-07-18 10:14:41</created>
 <modified>2006-07-21 15:18:19</modified>
 <type>Definition</type>
 <creator id="154" name="shmulik"/>
 <modifier id="154" name="shmulik"/>
 <author id="154" name="shmulik"/>
 <classification>
	<category scheme="msc" code="40."/>
 </classification>
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 <content>Work is defined as the change of mechanic energy of an object caused by a force along a distance.

Work is commonly denoted by the latter $W$

The SI unit for work is Joule [$J$] which is the same as $N*m$ in SI base units.

When focusing on an object moving along a straight line under the effect of constant forces $\Sigma F$.
Let's define a $x$ axis along the line of motion.

According to newton:
$\Sigma F_x$ = $ma_x$

The acceleration $a$ is constant (the sum of forces is constant, and so the following kinematic formula is relevant:
$
v_f{}^2 = v_i{}^2 + 2a \Delta x 
$ ($v_f$-The final velocity, $v_i$-The initial velocity)
\[ \rightarrow a = \frac{v_f{}^2 - v_i{}^2}{2\Delta x}\]</content>
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