quantum numbers Flashcards

1
Q

principle QN

A

n - size of orbital

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2
Q

angular momentum QN

A

l - shape (n=1, l= 1, 0, n=2, l=2,1,0) s-0 p-1d-2f-3)

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3
Q

same vale of n= shell

A

same value of n & l= subshell

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4
Q

magnetic QN

A

m (l) orientation of orbital in space (2l+1) -l….0…l (number of orbitals in a subshell with a particular l value)

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5
Q

of orbitals in a shell

A

n squared

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6
Q

of subshells in a shell

A

n

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7
Q

electron spin QN

A

m (s) describes electron occupying orbital, tiny magnets spinning on axis (+1/2 or -1/2),

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8
Q

2 electrons with opposite s[pins in same orbital

A

paired

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9
Q

s subshells contains 1 orbital

A

s orbital

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10
Q

as principle QN increases

A

sphere/radius increase

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11
Q

radial probability distribution

A

where electron spends most of its time

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12
Q

probability drops to zero (node)

A

in between maxima

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13
Q

p orbitals

A

n ≥ 2, l can be 1 and m (l) can be -1,0,1 (each p subshell contains 3 orbitals p(x) p(y) p (z)- letters indicate axis oriented on, same in size shape and E)

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14
Q

d orbitals n ≥3

A

l=2, m(l)=-2,-1,0,1,2 3d (x squared- y squared)

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15
Q

E of single electronincreases

A

n increases

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16
Q

shells have same E regardless of subshells

A

1s

17
Q

pauli exclusion principle

A

no 2 electrons can have exact same 4 QN (so M(s) must be different)- max of 2 electrons occupies orbital (electron configurations)

18
Q

aufbau principle

A

build periodic table 1s,2s,2p,3s,3p,4s,3d,4p,5s,4d,5p,6s,4f,5d,6p,7s,5f,6d,7p

19
Q

degenerate

A

when orbitals are of equal E (i.e. 2p)

20
Q

hund’s rule

A

in orbitals of = E # of electrons w/ same spin is maximized ( pair last)

21
Q

paired electrons

A

dimagnetic (repelled by magnetic field)

22
Q

unpaired electrons(1 or more)

A

paramagnetic- have greater mass w/ magnet on in scale1

23
Q

1/2 filled f and d orbitals exhibit more

A

stability.