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Computational analysis software Product List

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[Analysis Case] Static Magnetic Field Analysis Without Air Mesh

Simplifying the input of current density for complex-shaped coils! Introducing a case study of "PHOTO-MAGTZ" analysis.

In this case study, we will introduce static magnetic field analysis of various models. "PHOTO-MAGTZ" does not require an air mesh. Therefore, it is easy to create models with complex shapes. Additionally, by inputting the current value into the coil, it is possible to simplify the input of current density for coils with complex shapes. You can view the analysis results from the related links below. 【Case Overview】 ■Analysis Module: PHOTO-MAGTZ *For more details, please refer to the related links or feel free to contact us.

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[Analysis Case] Predicting the magnetization distribution within a plastic magnet from measurement data.

Estimating the magnetization distribution from the numerical data of magnetic flux density obtained through the forward problem! Introducing an analysis case of the inverse problem.

The analysis of the magnetic field created by magnets and coils is referred to as a forward problem. On the other hand, the problem of determining magnetization or current from the magnetic field distribution is called an inverse problem. In this case, we will introduce an example (inverse problem) where we estimate the magnetization inside a magnet from numerical data of the magnetic flux density on the surface of a plastic magnet and analyze the magnetic flux density created by that magnetization. For convenience, we will estimate the magnetization from the magnetic flux density obtained through the forward problem and calculate the magnetic flux density at a different location. Since we will use the results of the forward problem, we can compare the results of the forward and inverse problem analyses to evaluate the validity of the inverse problem's analytical function. 【Case Overview】 ■ Software Used: PHOTO-MAGTZ ■ Analysis Results - The magnetic flux density at a position 1mm away from the surface of the magnet is generally consistent between the forward and inverse problems. - There are multiple magnetization distributions that indicate the same magnetic flux density. *For more details, please refer to the PDF document or feel free to contact us.

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[Analysis Case] Induction Heating Analysis of Induction Furnace [Temperature Dependence of Electrical Conductivity]

The analysis type is axisymmetric analysis! A case of magnetic field-thermal coupled analysis using temperature-dependent electrical conductivity.

Using the heat generation density obtained from magnetic field analysis, thermal conduction analysis will be conducted, resulting in a temperature distribution. This is an example of magnetic field-thermal coupled analysis using temperature-dependent electrical conductivity. The heated object is a metal filled in a crucible. An alternating current flows through the coil, and the metal is heated by the eddy currents flowing through it. In induction heating analysis, the temperature distribution varies depending on the elapsed time and the location of the analysis target. When the electrical conductivity has temperature-dependent characteristics, the distribution of electrical conductivity changes by location, necessitating a close coupled analysis of the magnetic field and heat. [Case Overview] ■ Analysis Type: Axisymmetric Analysis ■ Analysis Module: PHOTO - EDDYjω & THERMO ■ Coil: Current Density Vector ■ Frequency: 3[kHz] ■ Conductor: Temperature Dependence of Electrical Conductivity *For more details, please refer to the related links or feel free to contact us.

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[Analysis Case] Induction Heating Analysis of Steel Plates (Coupled Analysis of Magnetic Field and Heat)

The target of the analysis is a steel plate penetrated by three-phase alternating current lines.

The analysis of induction heating of a steel plate (coupled analysis of magnetic field and heat) involves calculating the eddy currents flowing in the steel plate generated by the magnetic field created by three-phase current, and then determining the heat distribution caused by these eddy currents. Next, we analyze heat conduction based on the calculated heat generation. For more details, please download the catalog.

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