Finding Formulas for College ASME Project

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SUMMARY

The discussion centers on the challenges faced by a college ASME chapter in finding specific formulas related to electromagnetic fields. The user is seeking the formula to calculate the force exerted by a magnetic field in Newtons, as well as the relationship between magnetic and electric fields in the context of electromagnetic fields. Additionally, the user inquires about the formula for determining the frequency of an electromagnetic wave, questioning whether it is the same as the standard frequency formula.

PREREQUISITES
  • Understanding of electromagnetic theory
  • Familiarity with the formula for force in magnetic fields
  • Knowledge of the relationship between electric and magnetic fields
  • Basic concepts of wave frequency
NEXT STEPS
  • Research the Lorentz force equation for magnetic fields
  • Study Maxwell's equations for the relationship between electric and magnetic fields
  • Learn about the wave equation for electromagnetic waves
  • Explore the formula for frequency in the context of electromagnetic radiation
USEFUL FOR

Students in engineering, particularly those involved in ASME projects, physics enthusiasts, and anyone studying electromagnetic theory and its applications.

Samo
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i'm working on a multi-year project with my college's chapter of ASME and we're having a little difficulties finding the formulas that we need

i found the formula to determine the force in Newtons being exerted by a magnetic field in Newtons, but I am having a lil difficulty with the formula. i can't seem to find the formula for the magnetic and electric field (im assuming that the formula that uses the 2 of them means it's for an electromagnetic field)

also, what formula would i need to determine the frequency of an electromagnetic wave, is it the same as the formula just plain old frequency?
 
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anyone?
an answer before tonight would be pretty helpful
 
Welcome to PF, Samo.
That's pretty short notice, particularly since our membership is spread over 24 time zones. I couldn't help with any math anyhow, but even if I could, it's 11:30 pm here and I have to work in the morning. There's something better looking than you waiting downstairs...
 

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