Trying to increase the magnetic flux density

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Discussion Overview

The discussion revolves around methods to increase the magnetic flux density in a mechanism utilizing magnetorheological fluid. Participants explore various factors affecting magnetic field strength, including design considerations, material properties, and cooling methods. The context includes both theoretical and practical aspects of magnetic field generation and optimization.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Experimental/applied

Main Points Raised

  • Jordan describes a mechanism using magnetorheological fluid and notes issues with magnetic flux density not traveling through the mechanism effectively.
  • Some participants suggest that using water-cooled coils instead of solid wire could produce stronger magnetic fields.
  • There is a discussion about the importance of checking the permeability and saturation flux density of the materials being used.
  • One participant questions the limiting factors for achieving flux densities beyond 1.6 T, considering current in the coil and core saturation.
  • Concerns are raised about the uniformity of flux density across the disk's radius.
  • Jordan identifies the air gap and encasement of the disk as significant limitations to increasing flux density.
  • Suggestions include increasing ampere turns, reducing air gaps, or switching to materials with higher saturation flux density.
  • There is acknowledgment that water-cooled coils require significant power, which may be a concern for Jordan.

Areas of Agreement / Disagreement

Participants express various viewpoints on the factors influencing magnetic flux density, with no consensus on the best approach or solution. Multiple competing ideas regarding materials, design, and cooling methods are presented.

Contextual Notes

Limitations include potential dependencies on specific material properties, the effects of design choices on magnetic field distribution, and unresolved calculations regarding reluctance in the core and air gap.

Irish_
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Hello all, long time follower, first time poster.

(Also feel free to move this if it's not in the right section.)

Basically I have this mechanism pictured here:
mDsTn.jpg
You can imagine that the drawing is of a top view of a section cut of the total mechanism. This is the radius view, the full diameter would just be a mirrored image across the y-axis. Rough design is to use magnetorheological fluid as a frictional coupling device to open/close a gap located right on the other side of the disk. (Bottom view not pictured.)

A recent problem is that when modeled to see what the magnetic flux density looks like, we get a lot of the field propagating around our mechanism instead of traveling through the mechanism. This is a very small, scaled design. For example, the total diameter of the rotating disk is about 30 mm. The MR fluid gap is around .8 mm. Pictured below is the current travel of the magnetic path. We can generate around 1.6 teslas through the mechanism which may be enough but we are trying to increase the density through the mechanism. Any tips or tricks are greatly appreciated.

1JIyX.jpg
If any further information/clarity is needed, just let me know.

Thanks,

Jordan.
 
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I'm not sure exactly what you are trying to do, however here are some general comments:
Magnets wound with tubing and water cooled can usually produce stronger magnetic fields than magnets wound with solid wire.
The strongest magnets fields possible use coils that are wound with rectangular tubing, water cooled and have an air core. (These magnets are very power hungry)
This question is probably not necessary, but have you checked the permeability and saturation flux density of the material you are using?
 
Carl Pugh said:
I'm not sure exactly what you are trying to do, however here are some general comments:
Magnets wound with tubing and water cooled can usually produce stronger magnetic fields than magnets wound with solid wire.
The strongest magnets fields possible use coils that are wound with rectangular tubing, water cooled and have an air core. (These magnets are very power hungry)
This question is probably not necessary, but have you checked the permeability and saturation flux density of the material you are using?

Thanks for the reply man, and yeah I have checked the permeability of the material. The biggest problem is due to the mechanisms' thickness.

The water cooling is a new concept to me, do you have a link to more information on the idea/how to make one?

Thanks again.
 
Have you checked saturation flux density?
Saturation flux density is probably more important than permeabilty
Google water cooled magnets.
If you have other questions about water cooled magnets, post them here.
 
What is the limiting factor when trying to go beyond 1.6 T ?

Is it the current in the coil?
Does the core saturate?

Also the flux density through the disk is not uniform, is this of concerne?

Calculate the reluctance in the core, air gap and disk to find what part limits the flux.
 
We would like it to be more uniform SirAskalot throughout the entire radius of the disk.

I will calculate some information and get back to you a little later, thanks.
 
The biggest limiter to the flux is the air gap along with the actual encasement of the rotating disk. I need to optimize this.
 
If the flux density keeps increasing as you increase the current, then there's not enough ampere turns. Increase the ampere turns by increasing the coil current or go to a water cooled coil. Or decrease the air gap.
If the flux density stops increasing as you increase the current, then the magnetic material is saturating and you need to go to a material with high saturation flux density or a water cooled coil. A water cooled coil is bad news, requires lots of power.
 
Okay, thanks for the input Carl, I will look towards acquiring different materials with higher saturation values.

We want to keep power usage also at a low.
 

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