Dependence of loss factor tan(δ) upon H in MnZn ferrites

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In summary, the conversation discusses the use of the ηB constant as a hysteresis material constant and the question of the limit of applicability for the formula Δ(tan(δ)) = ηB⋅ΔB⋅μe. The person wants to use ferrite with a μi value of 2000 and is asking for the maximum H value where tan(δ) will increase linearly with B. They also request a link to ferrite data sheets for further reading.
  • #1
H Tomasz Grzybowski
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There is ηB constant given as a hysteresis material constant.
But there is the question: what is the limit of applicability
of the formula Δ(tan(δ)) = ηB⋅ΔB⋅μe?
In particular I think I want to use ferrite with μi = 2000 or so.
Up to what H value will tan(δ) increase linearly with B ?
 
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  • #2
H Tomasz Grzybowski said:
There is ηB constant given as a hysteresis material constant.
But there is the question: what is the limit of applicability
of the formula Δ(tan(δ)) = ηB⋅ΔB⋅μe?
In particular I think I want to use ferrite with μi = 2000 or so.
Up to what H value will tan(δ) increase linearly with B ?
Can you post links to the ferrite datasheets that you've been reading to try to answer this question? Thanks.
 
  • #3
Here is a link to ferrite data sheet: http://www.cosmoferrites.com/Downloads/Alnh/CF139.pdf
 

Related to Dependence of loss factor tan(δ) upon H in MnZn ferrites

1. What is the relationship between loss factor tan(δ) and H in MnZn ferrites?

The loss factor tan(δ) is a measure of the energy dissipation in a material, and it is directly related to the magnetic properties of MnZn ferrites. As the magnetic field strength H increases, the loss factor also increases due to the presence of domain wall motion and eddy current losses. This means that the loss factor tan(δ) is dependent on H in MnZn ferrites.

2. How does the dependence of loss factor tan(δ) on H affect the performance of MnZn ferrites?

The dependence of loss factor tan(δ) on H has a direct impact on the performance of MnZn ferrites. It can affect the efficiency of devices that use these ferrites, such as transformers and inductors. High loss factor tan(δ) values can result in increased heat generation and decreased power transfer efficiency.

3. Are there any other factors that can influence the dependence of loss factor tan(δ) on H in MnZn ferrites?

Yes, there are several other factors that can affect the dependence of loss factor tan(δ) on H in MnZn ferrites. These include temperature, frequency, and the composition and microstructure of the ferrite material. These factors can all impact the magnetic behavior of the material and, in turn, the loss factor tan(δ).

4. How can the dependence of loss factor tan(δ) on H be measured in MnZn ferrites?

The dependence of loss factor tan(δ) on H can be measured using a variety of experimental techniques, such as impedance spectroscopy and vibrating sample magnetometry. These techniques involve applying varying magnetic fields to the ferrite material and measuring the resulting changes in the loss factor tan(δ).

5. Is the dependence of loss factor tan(δ) on H in MnZn ferrites a reversible or irreversible process?

The dependence of loss factor tan(δ) on H in MnZn ferrites is a reversible process. This means that the loss factor tan(δ) will decrease as the applied magnetic field H decreases, and it will increase as H increases. However, there may be hysteresis effects present, meaning that the loss factor tan(δ) may not follow the same path during the increasing and decreasing field cycles.

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