The Work and Energy of a Magnetic Dipole Calculator will calculate the:
Calculation parameters: Medium is considered as uniform; the conducting wire used for the coil is uniform, circular and it has the same thickness everywhere.
|The current energy of a magnetic dipole (Take the value of the initial angle θ1 as that of current angle) is J [Joule]|
|The work done on a magnetic dipole is J [Joule]|
|Energy of magnetic dipole calculation|
|U = N × I × π × r2 × B × cosθ1|
U = × × × 2 × × cos()
U = × × × × ×
|Work done on the magnetic dipole calculation|
|W = N × I × π × r2 × B × (cosθ2 - cosθ1)|
W = × × × 2 × × (cos() - cos())
W = × × × × × ( - )
W = × × × × ×
|Work Done On A Magnetic Dipole Calculator Input Values|
|Amount of current flowing through the coil (I) A [Amp]|
|Radius of coil (r) m [metre]|
|Number of turns in the coil (N)|
|Archimedes Constant (π)|
|Magnetic field (B) T [Tesla]|
|Initial angle formed by the magnetic dipole moment vector and the magnetic field lines (θ1) rad [radian]|
|Final angle formed by the magnetic dipole moment vector and the magnetic field lines (θ2) rad [radian]|
Please note that the formula for each calculation along with detailed calculations are available below. As you enter the specific factors of each work done on a magnetic dipole calculation, the Work Done On A Magnetic Dipole Calculator will automatically calculate the results and update the Physics formula elements with each element of the work done on a magnetic dipole calculation. You can then email or print this work done on a magnetic dipole calculation as required for later use.
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Also, see Trigonometry and Mechanics
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