Electric Dipole Potential Difference Calculation for a Polarized Carbon Atom

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SUMMARY

The discussion focuses on calculating the potential difference across a polarized carbon atom, treated as a physical dipole. The user identifies the need to determine the potential at both ends of the dipole, given the spacing and the charges involved. The challenge arises from the infinite potential when considering the charges at the ends, indicating a misunderstanding of the calculation method. The solution requires evaluating the potential at one charge due to the other, rather than directly at the charges themselves.

PREREQUISITES
  • Understanding of electric dipoles and their properties
  • Familiarity with electrostatic potential and its calculations
  • Knowledge of charge distribution in polarized materials
  • Basic grasp of Coulomb's law and its application
NEXT STEPS
  • Study the concept of electric dipole moment and its significance
  • Learn how to calculate electric potential due to point charges
  • Explore the relationship between charge separation and potential difference
  • Investigate the effects of polarization in materials and its implications
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Students in physics, particularly those studying electromagnetism, as well as researchers and educators looking to deepen their understanding of electric dipoles and potential calculations.

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[SOLVED] Electric Dipole

Homework Statement


I have an carbon atom polarized so it is essentially a physical dipole. I know the spacing between the "two charges" and I know what the charges are. I need to determine the potential difference across the polarized atom.


Homework Equations



Not sure

The Attempt at a Solution



I think that I need to determine the potential at both ends of the physical dipole and then find the difference between them. However, there are charges at the ends, so if I try to find the potential at the ends, it is infinity. I must be thinking about this wrong.
 
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I think they just want the pot at one charge due to the other.
 

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