Probability distribution curve for an electron in 2s and 2p

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Homework Help Overview

The discussion revolves around plotting the probability distribution curves for the 2s and 2p orbitals of an electron, specifically focusing on the functions Ψ, Ψr², and r²Ψ as they relate to the radial distance r.

Discussion Character

  • Exploratory, Conceptual clarification, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the need to plot radial functions associated with the specified quantum numbers and express uncertainty about the completeness of the problem description.

Discussion Status

Some participants have acknowledged the context of the homework assignment and are exploring the requirements for plotting the functions. There is a recognition of the challenge in finding the necessary plots, indicating a productive direction in the discussion.

Contextual Notes

There is mention of a post template that should be followed for homework submissions, suggesting that participants are navigating specific guidelines for the forum. Additionally, one participant expresses frustration over the difficulty in locating the required plots.

kenyanchemist
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hi, so my lecturer decides to give me manic depression by sending me on a wild goose chase. what is the general form of a plot of Ψ, Ψr2 and r2Ψ versus r for both Ψ2s and Ψ2p orbital... am not even sure i said it right

So far I have only gotten the Ψ2r2 versus r
 
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Since you only specify the principal and angular momentum quantum numbers (e.g. 2s and 2p), are you asked only to plot the radial functions?

Ups, I failed to notice that this thread was posted under Homework section. By the way, if you really think that your thread should indeed be made in Homework subforum, please follow the post template which you are given right off from the start.
 
Yes... and yes...thanks for the head start though :smile:
 
Well I guess your lecturer actually asked you to find the plot of those functions, which is easy to accomplish in the current era of internet. :wink:
 
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Yes it is... i guess I didn't explain the problem completely... it is a plot of the function that am looking for

However you would be surprised how difficult it is to actually find it is like looking for a needle in a haystack. A needle that my baby brother promised is in there
 

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