Skip to main content
Bumped by Community user
Bumped by Community user
Bumped by Community user
Bumped by Community user
Bumped by Community user
added 92 characters in body
Source Link
ab138
  • 11
  • 3

I am designing an electromagnet which will be used to test magnetic sensors. So I used to formula found at hyperphysics which relates the magnetic field flux density to the number of turns, the current and the material permeability.

However after buying a 10cm length of rod of Fe55Ni45 (which has a magnetic permeability of at least 6000) the results are disappointing.

I wound 36 turns around the core and put 200 milli-Amps through the windings. However with my calibrated Gauss meter I can only see that the electromagnet is producing around 5mT. This is much lower than the expected value!

Surely if: N = 36 I = 0.2 k = 6000 L = 0.1

Then B should be 0.54 Tesla

This is below the stated saturation value of the material (1.6 Tesla).

I am starting to think that the problem is the shape of the electromagnet. It is a rod wound with wire. I am measuring the magnetic flux density at the end of the rod. Is the formula I have used for flux density at the centre of the core? If so perhaps there are some suggestions of how to generate a high but accessible magnetic flux density using the equipment I have. Does anyone have experience of such systems?

Thanks for any answers...

enter image description here

I am designing an electromagnet which will be used to test magnetic sensors. So I used to formula found at hyperphysics which relates the magnetic field flux density to the number of turns, the current and the material permeability.

However after buying a 10cm length of rod of Fe55Ni45 (which has a magnetic permeability of at least 6000) the results are disappointing.

I wound 36 turns around the core and put 200 milli-Amps through the windings. However with my calibrated Gauss meter I can only see that the electromagnet is producing around 5mT. This is much lower than the expected value!

Surely if: N = 36 I = 0.2 k = 6000 L = 0.1

Then B should be 0.54 Tesla

This is below the stated saturation value of the material (1.6 Tesla).

I am starting to think that the problem is the shape of the electromagnet. It is a rod wound with wire. I am measuring the magnetic flux density at the end of the rod. Is the formula I have used for flux density at the centre of the core? If so perhaps there are some suggestions of how to generate a high but accessible magnetic flux density using the equipment I have. Does anyone have experience of such systems?

Thanks for any answers...

I am designing an electromagnet which will be used to test magnetic sensors. So I used to formula found at hyperphysics which relates the magnetic field flux density to the number of turns, the current and the material permeability.

However after buying a 10cm length of rod of Fe55Ni45 (which has a magnetic permeability of at least 6000) the results are disappointing.

I wound 36 turns around the core and put 200 milli-Amps through the windings. However with my calibrated Gauss meter I can only see that the electromagnet is producing around 5mT. This is much lower than the expected value!

Surely if: N = 36 I = 0.2 k = 6000 L = 0.1

Then B should be 0.54 Tesla

This is below the stated saturation value of the material (1.6 Tesla).

I am starting to think that the problem is the shape of the electromagnet. It is a rod wound with wire. I am measuring the magnetic flux density at the end of the rod. Is the formula I have used for flux density at the centre of the core? If so perhaps there are some suggestions of how to generate a high but accessible magnetic flux density using the equipment I have. Does anyone have experience of such systems?

Thanks for any answers...

enter image description here

Source Link
ab138
  • 11
  • 3

Magnetic flux density of a solenoidal electromagnet

I am designing an electromagnet which will be used to test magnetic sensors. So I used to formula found at hyperphysics which relates the magnetic field flux density to the number of turns, the current and the material permeability.

However after buying a 10cm length of rod of Fe55Ni45 (which has a magnetic permeability of at least 6000) the results are disappointing.

I wound 36 turns around the core and put 200 milli-Amps through the windings. However with my calibrated Gauss meter I can only see that the electromagnet is producing around 5mT. This is much lower than the expected value!

Surely if: N = 36 I = 0.2 k = 6000 L = 0.1

Then B should be 0.54 Tesla

This is below the stated saturation value of the material (1.6 Tesla).

I am starting to think that the problem is the shape of the electromagnet. It is a rod wound with wire. I am measuring the magnetic flux density at the end of the rod. Is the formula I have used for flux density at the centre of the core? If so perhaps there are some suggestions of how to generate a high but accessible magnetic flux density using the equipment I have. Does anyone have experience of such systems?

Thanks for any answers...