Period of oscillation of dip needle

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SUMMARY

The discussion focuses on the oscillation periods of a dip needle in both vertical and horizontal planes within the magnetic meridian. The vertical oscillation period is established at 3 seconds, while the horizontal oscillation period is calculated as 3√2 seconds. The key inquiry is to determine the angle of dip based on these oscillation periods, emphasizing the role of the horizontal component of Earth's magnetic field in exerting a restoring couple on the dip needle.

PREREQUISITES
  • Understanding of magnetic fields and dip angles
  • Knowledge of oscillation periods and their calculations
  • Familiarity with the principles of magnetic meridian
  • Basic physics concepts related to restoring forces
NEXT STEPS
  • Calculate the angle of dip using the formula relating oscillation periods to magnetic components
  • Explore the physics of dip needles and their applications in geomagnetism
  • Study the effects of Earth's magnetic field on oscillatory motion
  • Investigate advanced topics in magnetometry and magnetic field measurements
USEFUL FOR

Students of physics, educators teaching magnetism, and professionals in geophysics or related fields will benefit from this discussion.

Amith2006
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1)The time period of a dip needle vibrating in the vertical plane in the magnetic meridian is 3 seconds. When the same magnetic needle is made to vibrate in the horizontal plane, the time period of vibration is 3(2)^(1/2). What is the angle of dip of the place?
I think in both the cases, it is the horizontal component of earth’s magnetic field that exerts a restoring couple on the dip needle and causes it to oscillate. But how to go further?Please give an idea on how to solve this problem.
 
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Amith2006 said:
1)The time period of a dip needle vibrating in the vertical plane in the magnetic meridian is 3 seconds. When the same magnetic needle is made to vibrate in the horizontal plane, the time period of vibration is 3(2)^(1/2). What is the angle of dip of the place?
I think in both the cases, it is the horizontal component of earth’s magnetic field that exerts a restoring couple on the dip needle and causes it to oscillate. But how to go further?Please give an idea on how to solve this problem.
My interpretation: When the needle is in the vertical plane in the magnetic meridian it should be free to align with the full magnetic field. When it is horizontal, it can only align with the horizontal component.
 
Last edited:
That's great!Thanks.
 

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