What factors contribute to the deflection of a galvanometer?

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SUMMARY

The deflection of a galvanometer is influenced by the design of its magnetic field, which is intentionally configured to be radial. This configuration ensures that the angle between the magnetic moment of the coil and the magnetic field is zero, theoretically resulting in no torque. However, the presence of a soft iron cylinder enhances the magnetic field strength, allowing for deflection despite the radial orientation. The discussion references specific sources that clarify the operational principles of galvanometers.

PREREQUISITES
  • Understanding of electromagnetic principles, specifically magnetic fields.
  • Familiarity with galvanometer construction and operation.
  • Knowledge of torque and its relation to magnetic moments.
  • Basic concepts of magnetic field strength and its effects on coils.
NEXT STEPS
  • Research the design and function of soft iron cores in galvanometers.
  • Explore the mathematical relationship between torque and magnetic moment in electromagnetic devices.
  • Study the principles of radial magnetic fields and their applications in measuring instruments.
  • Investigate the differences between galvanometers and other types of meters, such as ammeters and voltmeters.
USEFUL FOR

Students of physics, electrical engineers, and anyone interested in the principles of electromagnetic measurement devices will benefit from this discussion.

Sukuya
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In a galvanometer the magnetic poles are cut in such a fashion which ensures radial magnetic field. If field is radial then the angle between magnetic moment i.e Area vector of the coil and field is zero. Thus the coil should not experience any torque when current is passed through the coil. Then how come there is deflection.
 
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Yes, like this one. The link says :
"In the space between it and the pole pieces, where the coil moves freely, the soft iron cylinder makes the magnetic field stronger and radial such that into whatever position the coil rotates, the magnetic field is always parallel to its plane."

My doubt is that when field is radial it should be perpendicular to the area of coil rather than parallel to its plane.
 

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