what is the maximum number of electrons that an atom can have with the following quantum numbers? n=2, l=1, m=1, s=-1/2
Hello @Rebss ! What do u think it should be ?
Ok let's see ! Do u know Pauli's exclusion principle ?
im afraid i dont have any idea. :(
Don worry ! :)
\(\large \sf \text{Pauli's exclusion law}\) states that "No two electrons in an atom can have identical quantum numbers."
is there some kind of formula?
no it's a conceptual Question !
according to pauli's law as i stated above no two electrons can have all the 4 quantum numbers similar.
So what do u think now, what should be the answer ?
ok let's make it simple !
hmmm
Suppose my cell no is 4457868 ! How many people can have same cell no ?
i still dont get it
answer the above question
no one. ryt? ;o
BINGO !
Similarly for an electron the 4 quantum numbers (n=2, l=1, m=1, s=-1/2) are like there cell numbers.
Now how many electrons do u think can have same set of quantum numbers ?
Getting it ?
still loading. wait a minute. ;)
ok
does the maximum numbers of electrons also refer to the shell electrons? gosh. sooo hard!
U understand the meaning of 4 quantum numbers ?
I mean what is n, l, m and s ?
n is the energy level.
l is the shape of orbitals?
m is the magnetic quantum number which i could nt understand and s is the spin
Lets see what these represent. Take (n=2, l=1, m=1, s=-1/2) as an example
Basically quantum numbers are like address of an electron. The first one (n=2) tells us about the shell of the electron. Here it is second shell.
which is 2p? because 1 is p, right?
The second one tells us that to which subshell within the \(2^{nd}\) shell it belongs to. In the same way we define our address like i belong to some xxx state within the yyy country
@Rebss Correct !!
okkaay. i get that one. i still cant understand the m and s
Now m tells us about the city i.e the exact orbital to which the electron belongs.
Do u know how to calculate possible values of m for l=1 ?
yes. -1, 0, 1. is that it?
@Rebss \(\huge\color{green}\checkmark\)
thankyou :) i felt good. :D
Now, s tells us about the house number i.e exact spin of the electron.
Do u know the possible values of s ?
it is either negative or postive one half?
\(\huge\color{green}\checkmark\)
Now let's conclude what we learned yet through a diagram.
|dw:1405164280309:dw|
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