Home / Examples / Magnetic Analysis (Gauss, Static Analysis/Harmonic analysis) / Example 23: Toroidal Coil

Example 23: Toroidal Coil

General

• The magnetic field generated by a toroidal coil is analyzed.
   

• The vectors of the magnetic field and the magnetic flux density are solved.
   

• Unless specified in the list below, the default conditions will be applied.
   

 

• The coil is created from [Macro Sample] #3 that is on Murata Software’s website.

Analysis Space

Analysis Conditions

Set the Mesh Tab as follows.

Model

Coil (Cur) is wound on the ferrite core (Ferrite).

The coil's form is given by the following equations.

x = ( A*sin(t*N) + B ) * cos(t)
y = ( A*sin(t*N) + B ) * sin(t)
z = A*cos(t*N)
A: Radius of the coil
B: Radius of the torus (Intermediate value between the outer and inner radiuses)
N: Number of turns of coil
t: Angle
 

Body Attributes and Materials

* Available from the material DB

Boundary Conditions

No setting.

Results

To see the calculation results of electromagnetic force and inductance, go to the [Results] tab

 and click [Table] .

The vectors of the magnetic flux density are shown below.

The vectors of the magnetic field are shown below.