Modern Physics: Current in Wolfram Filament

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SUMMARY

The discussion focuses on calculating the electrical current in a wolfram filament with a diameter of 0.8 mm and a constant temperature of 2800K. The filament's specific electrical resistance is given as ρ = 0.92×10-4 Ohm⋅cm. Key equations mentioned include the power equation, Power = R * Area, and the Stefan-Boltzmann law for radiative power, which may be relevant for understanding the thermal dynamics involved.

PREREQUISITES
  • Understanding of electrical resistance and its calculation
  • Familiarity with the Stefan-Boltzmann law
  • Knowledge of thermal dynamics and radiative power
  • Basic principles of electrical circuits and power calculations
NEXT STEPS
  • Research the application of the Stefan-Boltzmann law in thermal radiation
  • Learn about calculating electrical resistance in materials
  • Explore the relationship between temperature and electrical conductivity
  • Investigate the implications of filament diameter on electrical current
USEFUL FOR

Students studying physics, electrical engineers, and anyone involved in thermal management and electrical resistance calculations in materials.

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Homework Statement



Determine the current in the wolfram filament with the diameter 0.8 mm and the temperature T=2800K, which is maintained constant. Specific electrical resistance of the filament is ρ = 0.92⋅10-4Ohm⋅cm. The temperature of environment is t = 17C.



Homework Equations



Possibly:
Power = R * Area
or Power = sigma*T^4*Area



The Attempt at a Solution



Completely lost, since no problem exists like this in our book or otherwise.
It's also possible that eVo=hf-[tex]\Phi[/tex] is used
 
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I think you'll want to investigate the Stefan-Bolzmann law for radiative power. Also keep in mind that whatever emits can also absorb...
 

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