Magnetics: Difference between revisions
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If I had access to a kiln I could try making soft ferrites by mixing Fe2O3 and ZnO and heating to 1500F. | If I had access to a kiln I could try making soft ferrites by mixing Fe2O3 and ZnO and heating to 1500F. | ||
== Notes from "Transformer and Inductor Design Handbook" == | |||
=== 1 === | |||
Hysteresis produces core loss. | |||
Two forces; magnetomotive force (mmf) and magnetizing force (H). | |||
Units | |||
* Magnetomotive: Gilberts | |||
* Magnetizing: Gilberts/cm = Oersteds | |||
* Flux Density: Gauss | |||
Magnetomotive Force | |||
mmf = 0.4πNI | |||
N: number of turns | |||
I: current | |||
[[Category:Electronics]] | [[Category:Electronics]] | ||
[[Category:Notes]] | [[Category:Notes]] | ||
Revision as of 16:01, 29 August 2018
Magnetics covers transformers and inductors
- https://coefs.uncc.edu/mnoras/files/2013/03/Transformer-and-Inductor-Design-Handbook_Chapter_2.pdf
- https://coefs.uncc.edu/mnoras/files/2013/03/Transformer-and-Inductor-Design-Handbook_Chapter_5.pdf
- https://www.youtube.com/watch?v=xA8HalLJ92c
- https://training.ti.com/understanding-basics-flyback-converter
- https://www.youtube.com/user/katkimshow/videos
Transformer
These are just a pain to understand
Larger transformers increase hysteresis loss.
The correct frequency is critical. Ideally, the frequency should be as low as possible without saturating the transformer. Higher frequency increases hysteresis loss.
Materials
- Laminated Iron Alloyws: 1.5-2.0T 50Hz-1KHz
- Powdered Iron: 0.6-0.8T 1KHz - 100KHz
- Ferrites: 0.25-0.5T 20KHz - 20MHz
Higher tesla is associated with higher core losses, but also higher saturation.
DIY Tests
- epoxy and magnetite
- epoxy and ferrite (Fe2O3)
- laminated steel plates
- plaster as binder
If I had access to a kiln I could try making soft ferrites by mixing Fe2O3 and ZnO and heating to 1500F.
Notes from "Transformer and Inductor Design Handbook"
1
Hysteresis produces core loss.
Two forces; magnetomotive force (mmf) and magnetizing force (H).
Units
- Magnetomotive: Gilberts
- Magnetizing: Gilberts/cm = Oersteds
- Flux Density: Gauss
Magnetomotive Force
mmf = 0.4πNI N: number of turns I: current