Minimum seperation of two electrons moving toward each other

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SUMMARY

The discussion focuses on determining the minimum separation of two electrons moving toward each other. Participants emphasize the importance of using symbols exclusively to derive an algebraic expression for the minimum separation, denoted as ##r##. This method minimizes copying and round-off errors, ensuring accuracy in calculations. The thread was merged for clarity, highlighting collaborative problem-solving among class partners.

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  • Understanding of algebraic expressions and symbols
  • Basic knowledge of electron dynamics in physics
  • Familiarity with error analysis in mathematical calculations
  • Concept of minimum separation in particle physics
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  • Research algebraic methods for deriving expressions in physics problems
  • Explore error analysis techniques to minimize computational inaccuracies
  • Study the principles of electron interactions and dynamics
  • Investigate collaborative problem-solving strategies in academic settings
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Students in physics courses, educators teaching particle dynamics, and anyone interested in improving their problem-solving techniques in collaborative environments.

physicks885
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Homework Statement
Two electrons approach each other moving in opposite directions. When the separation between the electrons is 10 m, the two electrons move with the same speed of 𝑣=38 m/s. What is the minimum distance that the electrons will approach each other before they begin to move away due to the effect of electrical repulsion?
Relevant Equations
K.E = U
[Mentor Note -- Two threads started by partners in a class have been merged into this one thread, since they are working on a shared solution to turn in]

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It looks like you have the correct idea. I strongly recommend that you redo the problem using symbols exclusively in order to find an algebraic expression for the minimum separation ##r##. Once you have that, you can substitute numbers at the very end. This eliminates copying and round-off errors and preserves your sanity.
 
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Thread is now re-opened after sorting out the confusing two-user issue. :smile:
 
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