Outline of energy storage: Difference between revisions

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'''Conservation form''' refers to an arrangement of an [[equation]] or [[system of equations]], usually representing a physical system, that show that a property represented is conserved by making overall change equal to zero.
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An example of a set of equations written in conservation form could be the [[Euler equations]] of fluid flow:
 
:<math>
{\partial\rho\over\partial t}+
\nabla\cdot(\rho\bold u)=0
</math>
:<math>
{\partial\rho{\bold u}\over\partial t}+
\nabla\cdot(\rho \bold u)\bold u+\nabla p=0
</math>
:<math>
{\partial E\over\partial t}+
\nabla\cdot(\bold u(E+p))=0</math>
 
Each of these represents the [[conservation of mass]], [[conservation of momentum|momentum]] and [[conservation of energy|energy]], respectively.
 
{{Unreferenced|date=April 2007}}
 
 
{{mathapplied-stub}}
 
[[Category:Algebra]]
[[Category:Conservation equations]]

Latest revision as of 10:59, 14 December 2014

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