Magnetic Field Under a Thunder Storm

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SUMMARY

The discussion centers on the magnetic field generated by electron movement in the ground beneath a thunderstorm, particularly in relation to cumulonimbus clouds. Tay, an undergraduate electrical engineering student, seeks to visualize this magnetic field, which is influenced by the uneven distribution of electrons and the varying conductivity of the Earth's materials. The challenge lies in applying the right-hand rule due to the non-uniform motion of electrons, complicating the three-dimensional visualization of the magnetic field. Tay references Mark Stenhoff’s work on ball lightning to provide context for the inquiry.

PREREQUISITES
  • Understanding of basic electromagnetism principles
  • Familiarity with the right-hand rule in physics
  • Knowledge of cumulonimbus cloud characteristics
  • Basic concepts of charge density and electric fields
NEXT STEPS
  • Research the mathematical modeling of magnetic fields generated by non-uniform charge distributions
  • Study the effects of electric fields on electron movement in conductive materials
  • Explore advanced topics in electromagnetism, such as Maxwell's equations
  • Investigate existing studies on ball lightning and its relation to atmospheric electricity
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Electrical engineering students, physicists, meteorologists, and researchers interested in atmospheric phenomena and electromagnetic theory.

taylaron
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Hello, I've been trying to figure out the shape of the magnetic field that would accompany the movement of electrons in the ground moving towards the center of the thunderstorm.
In a perfect world where the electron distribution is even in the ground and where the Earth consists of like materials, what would the magnetic field look like if drawn out?

i'm having difficulty picturing the field as it relies on non-traditional electron movement through a medium. The right hand rule seems difficult to employ.

Regards,

-Tay
 
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taylaron said:
Hello, I've been trying to figure out the shape of the magnetic field that would accompany the movement of electrons in the ground moving towards the center of the thunderstorm.
In a perfect world where the electron distribution is even in the ground and where the Earth consists of like materials, what would the magnetic field look like if drawn out?

i'm having difficulty picturing the field as it relies on non-traditional electron movement through a medium. The right hand rule seems difficult to employ.

Regards,

-Tay

Could you please provide some context and background to your question? Is it for a graduate level project, personal interest, work related, etc? What research have you done so far, and what have you found? What about those results confuses and intrigues you?
 
The primary reason why I’m seeking this data is for my personal research into the formation conditions of ball lightning. I do not intend to delve into the highly debatable topic of ball lightning in this thread.
Some basic information about cumulonimbus clouds from Mark Stenhoff’s Ball Lightning: An Unsolved Problem in Atmospheric Physics:

Cumulonimbus clouds often have a negative charge near the Earth and a positive charge on the top of the cloud. Such a cloud might contain about 40 coulombs (up to an excess of 100 coulombs) of static electricity. Such a high concentration of charge in the sky would cause electrons in the Earth below the cloud to repel from that area. Of course, this would happen during the entire length of the storm, but it is the shape of the magnetic field created by the fleeting electrons in the Earth that I am interested in.

Of course the rate at which electrons repelled in the Earth is determined by many factors including the intensity of the electric field created by the cloud as well as the conductivity of the varying mediums in the Earth and charge density in the various regions near the cloud prior to the cloud’s formation.

It is the magnetic field caused by the movement of charges away (or towards) the center of a hemispherical conductive mass that I’m investigating.

I’m having difficulty visualizing the magnetic field because the direction of the moving electrons in this mass is not uniform as it is in a wire. This makes the right hand rule difficult to apply. When applied to the individual motion of each electron in the mass, the field becomes difficult to visualize in three dimensions.

I’ve been unable to find any examples of studies investigating such a field online.

I am an undergraduate student studying electrical engineering. My current understanding of physics and QED is limited but I do understand many concepts involved in the movement of electrons. However my understanding of the math is limited. My calculus education is in progress.

Thank you for your input.
Regards,

-Tay
 

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