Home / Examples / Magnetic Analysis (Gauss, Static Analysis/Harmonic analysis) / Example 35: Cogging Torque of Stepper Motor

Example 35: Cogging Torque of Stepper Motor


General

 

Analysis Space

Item

Settings

Analysis Space

3D

Model Unit

mm

Analysis Conditions

Item

Settings

Solver

Magnetic Analysis [Gauss]

Analysis Type

Static Analysis

Options

Select [Torque Calculation].

 

Set the Torque Calculation tab as follows.

Tab

Setting Item

Settings

Torque Calculation

Coordinates on Center Axis:

X=0, Y=0, Z=0

Vectors of the Axis

X=0, Y=0, Z=-1

 

Set the Mesh Tab as follows.

Tab

Setting Item

Settings

Mesh

Meshing Setup

Set the general mesh size automatically: Deselect

General Mesh Size: 3 [mm]

Model

A stator and coils are placed in the air.

A magnet (rotor) is set in the center and its center is the rotation axis of the motor.

No current is flowing in coils.

Body Attributes and Materials

Body Number/Type

Body Attribute Name

Material Name

19/Solid

Rotor

Mag

12/Solid

Shaft

SM

14/Solid

Stator

SM

25/Solid

Coil

008_Cu *

26/Solid

Coil

008_Cu *

27/Solid

Coil

008_Cu *

28/Solid

Coil

008_Cu *

* Available from the material DB

 

The magnetizing direction of Rotor is set as follows.

Body Attribute Name

Tab

Settings

Rotor

Direction

Vector: X=0, Y=-1, Z=0

 

The material properties are set up as follows:

Material Name

Tab

Properties

SM

Permeability

Relative Permeability: 3000

Mag

Permeability

Material Type: Permanent Magnet

Magnet

Magnetization Strength: 1

Boundary Conditions

No setting.

Motor Rotation Analysis

Tab

Item

Setting

Rotation Setting

Select the Bodies to Rotate

Rotor

Shaft

Rotation Angles

Start Angle: 0 [deg]

Stop Angle: 360 [deg]

Step Angle: 30 [deg]

 


Results

Use the motor rotation analysis dialog box. Once the modeling is done,

go to on the [Model] tab and click ▼ at the bottom of [Run Mesher/Solver] . Then click [Motor Rotation Analysis] . Then the dialog box appears.

Click [Start Calc] to start the calculation.

 

The result is output by csv format.

 

In the figure below, the horizontal coordinate is rotational angle, and the vertical coordinate is torque.