{"id":152,"date":"2022-09-22T14:04:27","date_gmt":"2022-09-22T05:04:27","guid":{"rendered":"https:\/\/www.ssil.co.jp\/product\/EMSolution\/en2\/?post_type=case&p=152"},"modified":"2022-09-22T19:17:55","modified_gmt":"2022-09-22T10:17:55","slug":"bh_temp_depend","status":"publish","type":"case","link":"https:\/\/www.ssil.co.jp\/product\/EMSolution\/en\/case\/bh_temp_depend\/","title":{"rendered":"Analysis considering temperature dependence of magnetization properties"},"content":{"rendered":"

Summary<\/h3>\n

There are various types and applications of electrical equipment, some of which use Curie temperatures, in which magnetic materials lose their magnetism above a certain temperature. When analyzing electromagnetic fields of such devices, temperature-dependent analysis of magnetization characteristics (BH curve) is considered effective. This section describes the analysis function to consider temperature dependence of BH curve. <\/p>\n

Explanation<\/h3>\n

Since there is no suitable temperature-dependent magnetization property, we use the model used in "Non-linear staticmagnetic field analysis"<\/font><\/a> to show an example of a temperature analysis of a magnetic material. The temperature-dependent BH curve used is appropriately set so that the magnetization property worsens with temperature. Figure 1 shows the magnetic flux density distribution at room temperature and at high temperature. At high temperature the temperature of the elements is set so that the outer side (upper side in the figure) is hotter than the center (lower side in the figure). You can see that the distribution is different because the temperature-dependent BH curve is used. <\/p>\n

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\n \"\"<\/a>
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(a) Room temperature Constant temperature<\/p>\n<\/p><\/div>\n

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\n \"\"<\/a>
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(b) High temperature
The outer side (upper side in the figure) is hotter than the center (lower side in the figure).\n<\/p>\n<\/p><\/div>\n

Figure 1 Magnetic flux density distribution (T)<\/p>\n<\/div>\n

We introduced this function by using simple model because there is no suitable example for temperature-dependence analysis of magnetization properties. The purpose of this function is to set temperature-dependent BH curve, but it may be possible to analyze the BH curve depending on an appropriate physical quantity other than temperature. We hope you will make use of this function. <\/p>\n

<\/p>\n

How to use<\/h3>\n

The TEMP_DEPEND module is required to use the temperature-dependent demagnetization analysis function for magnetization characteristics. <\/p>\n

* STATIC * STEP * AC * TRANSIENT * MOTION * NON_LINEAR * TEMP_DEPEND *<\/font> STEADY_CURRENT *
\n 1 0 0 0 0 1 1<\/font> 0\n<\/p>\n

To use temperature-dependent magnetization characteristics, the element characteristics ANISOTROPY=2 must be set. <\/p>\n

* MAT_ID * POTENTIAL * B_H_CURVE_ID * SIGMA * MU * PACKING * ANISOTROPY *<\/font>
\n 1 0 0 0 1000 1 2<\/font>\n<\/p>\n

The temperature-dependent BH curves are to be set in the new NO_T_DEPEND _CURVES. <\/p>\n