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==Magnetic moment==
==Magnetic moment==
In physics, the '''magnetic moment''' of an object is a [[vector]] property, denoted here as '''m''', that determines the [[torque]], denoted here by '''T''', it experiences in a [[magnetic flux density]] '''B''', namely '''T''' = '''m × B''' (where '''×''' denotes the [[Vector product|vector cross product]]).  As such, it also determines the change in [[potential energy]] of the object, denoted here by ''U'', when it is introduced to this flux, namely ''U'' = −'''m·B'''.
In physics, the '''magnetic moment''' of an object is a [[vector]] property, denoted here as '''m''', that determines the [[torque]], denoted here by '''τ''', it experiences in a [[magnetic flux density]] '''B''', namely '''τ'''&nbsp;=&nbsp;'''m&nbsp;×&nbsp;B''' (where '''×''' denotes the [[Vector product|vector cross product]]).  As such, it also determines the change in [[potential energy]] of the object, denoted here by ''U'', when it is introduced to this flux, namely ''U''&nbsp;=&nbsp;−'''m·B'''.<ref name=Bhatnagar>
 
{{cite book |title=A Complete Course in ISC Physics |author=V. P. Bhatnagar |url=http://books.google.com/books?id=2kh2LnCB6E4C&pg=PA246 |pages=p. 246 |isbn=8120902025 |year=1997 |publisher=Pitambar Publishing}}
 
</ref>
 
 
 
 
 
 
==Notes==
<references/>

Revision as of 17:36, 18 December 2010

Magnetic moment

In physics, the magnetic moment of an object is a vector property, denoted here as m, that determines the torque, denoted here by τ, it experiences in a magnetic flux density B, namely τ = m × B (where × denotes the vector cross product). As such, it also determines the change in potential energy of the object, denoted here by U, when it is introduced to this flux, namely U = −m·B.[1]




Notes

  1. V. P. Bhatnagar (1997). A Complete Course in ISC Physics. Pitambar Publishing, p. 246. ISBN 8120902025.