Electric field on the x-axis of a semicircle

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SUMMARY

The discussion focuses on calculating the electric field generated by a charged semicircle with uniform line charge density at an arbitrary point on the x-axis. Participants emphasize the necessity of understanding the configuration and suggest referencing resources like HyperPhysics for foundational equations. A visual sketch of the semicircle's arrangement is recommended to clarify the problem setup and facilitate accurate calculations.

PREREQUISITES
  • Understanding of electric fields and charge distributions
  • Familiarity with line charge density concepts
  • Basic knowledge of vector calculus
  • Experience with physics problem-solving techniques
NEXT STEPS
  • Research the concept of electric fields due to continuous charge distributions
  • Study the integration techniques for calculating electric fields
  • Learn about the use of symmetry in electric field calculations
  • Explore HyperPhysics for relevant equations and visual aids
USEFUL FOR

Students studying electromagnetism, physics educators, and anyone seeking to understand electric field calculations from charged geometries.

eckerm
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Homework Statement


There's a charged semicircle, the ends of which are on the x-axis and it extends into the positive y-axis. It has uniform line charge density. I need to find the electric field at an arbitrary point on the x-axis that's not the origin.

Homework Equations


I don't know.

The Attempt at a Solution


I don't even know where to start. Even just starting me off would be much appreciated.
 
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Hello eckerm, :welcome:

The guidelines prevent me from helping you in this state of affairs. 'Dunno' doesn't count in the PF culture. Look around a bit (hyperphysics, for example) and come back with a formula.

And a sketch of the situation might be useful too. I for one, can't make out whaat your configuration looks like. It will be difficult to calculate the field at the points where the 'ends are on the x-axis' if I take your description literally.
 

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