Library

For part b, we want to know whether N2 is paramagnetic or diamagnetic.
In a diamagnetic molecule, all electrons are paired in orbitals; in a paramagnetic molecule there's at least one electron that's not paired.
Video Player is loading.
 
Current Time 3:07
Duration 3:41
Loaded: 0.00%
 
For part b we want to know whether N2 is paramagnetic or diamagnetic
x1.00


Back

Games & Quizzes

Training Mode - Typing
Fill the gaps to the Lyric - Best method
Training Mode - Picking
Pick the correct word to fill in the gap
Fill In The Blank
Find the missing words in a sentence Requires 5 vocabulary annotations
Vocabulary Match
Match the words to the definitions Requires 10 vocabulary annotations

You may need to watch a part of the video to unlock quizzes

Don't forget to Sign In to save your points

Challenge Accomplished

PERFECT HITS +NaN
HITS +NaN
LONGEST STREAK +NaN
TOTAL +
- //

We couldn't find definitions for the word you were looking for.
Or maybe the current language is not supported

  • 00:02

    In this example problem, we'll use molecular orbital theory to examine the bond order,

  • 00:08

    bond strength, and magnetic properties of different molecules.

  • 00:14

    The problem reads, "Use molecular orbital theory to determine (a.) the bond order of N2,

  • 00:21

    (b.) whether N2 is paramagnetic or diamagnetic, and (c.) order of increasing bond strength for N2, N2 2-, and N2+."

  • 00:34

    First we'll calculate the bond order of N2 by creating a molecular orbital diagram.

  • 00:42

    To create the molecular orbital diagram, we'll start with the orbital diagram for both nitrogen atoms, focusing on the valence electrons.

  • 00:53

    The 2s atomic orbitals of both of our nitrogen atoms will combine to create two molecular orbitals.

  • 01:01

    These molecular orbitals are the sigma 2s orbitals, bonding and antibonding.

  • 01:08

    The antibonding orbital is higher in energy and the bonding orbital is lower in energy than the 2s atomic orbitals of nitrogen.

  • 01:19

    The antibonding orbital is indicated with the asterisk.

  • 01:24

    Next we'll combine the three 2p orbitals of both of our nitrogen atoms to create six new molecular orbitals.

  • 01:35

    When the p orbitals combine, they create both sigma and pi molecular orbitals.

  • 01:42

    The correct order of the lowest energy to highest energy orbitals are shown here and are determined computationally.

  • 01:52

    Now we'll fill our molecular orbitals.

  • 01:56

    We'll start by using the four electrons in the 2s orbitals of both nitrogen atoms.

  • 02:04

    These electrons will fill the bonding and antibonding sigma 2s molecular orbitals.

  • 02:12

    Next we use the six electrons from the 2p orbitals of both nitrogen atoms.

  • 02:19

    Those six electrons will occupy the lowest available molecular orbitals, which are the pi 2p and sigma 2p molecular orbitals.

  • 02:31

    To calculate bond order, we'll take the number of electrons in bonding orbitals subtract the number of electrons in antibonding orbitals

  • 02:39

    and divide that quantity by 2.

  • 02:42

    In our N2 molecule we have 8 electrons in bonding orbitals and we have 2 electrons in antibonding orbitals.

  • 02:54

    So 8 - 2 is 6, divided by 2 is equal to 3.

  • 03:01

    For part b, we want to know whether N2 is paramagnetic or diamagnetic.

  • 03:07

    In a diamagnetic molecule, all electrons are paired in orbitals; in a paramagnetic molecule there's at least one electron that's not paired.

  • 03:21

    Although each nitrogen atom individually has 3 unpaired electrons in its 2p orbital, in the N2 molecule all of our electrons are paired.

  • 03:33

    So our N2 molecule is diamagnetic.

  • 03:38

    In part c, we want to find the order of increasing bonds strength for N2, N2 2-, and N2+.

  • 03:49

    Bond strength increases with increasing bond order, so we'll want to determine the bond order of all three.

  • 03:56

    The charge of N2 2- means we have 2 additional electrons to place in our molecular orbitals.

  • 04:04

    This gives us a total of 12 electrons.

  • 04:08

    So we can fill our molecular orbitals with those 12 electrons.

  • 04:13

    Then to calculate the bond order,

  • 04:16

    we'll take the number of electrons in bonding orbitals subtract the number of electrons in antibonding orbitals divided by 2.

  • 04:24

    We still have 8 electrons in our bonding orbitals, but now we have 4 electrons in our antibonding orbitals.

  • 04:33

    So we have 8 subtract 4 divided by 2, which will equal 2.

  • 04:40

    So our bond order of N2 2- is 2.

  • 04:47

    Now we can calculate the bond order of N2+.

  • 04:52

    The charge of N2+ means that we have one less electron, which means we should have a total of 9 electrons.

  • 05:01

    We can fill our molecular orbitals using these 9 electrons starting with the lowest energy and working our way up.

  • 05:10

    To calculate the bond order of N2+, we have 7 electrons in bonding orbitals subtract our 2 electrons in antibonding orbitals,

  • 05:23

    which is 5, divided by 2 which is 2.5.

  • 05:27

    So the bond order of N2+ is 2.5.

  • 05:32

    Our bond strength increases with increasing bond order, so the order increasing bond strength is N2 2-, then N2+, and then N2.

All

The example sentences of PARAMAGNETIC in videos (1 in total of 1)

in preposition or subordinating conjunction a determiner diamagnetic adjective molecule noun, singular or mass , all determiner electrons noun, plural are verb, non-3rd person singular present paired verb, past participle in preposition or subordinating conjunction orbitals noun, plural ; in preposition or subordinating conjunction a determiner paramagnetic adjective molecule noun, singular or mass there adverb 's verb, 3rd person singular present at preposition or subordinating conjunction least adjective, superlative one cardinal number electron noun, singular or mass that wh-determiner 's verb, 3rd person singular present not adverb paired verb, past participle .

Definition and meaning of PARAMAGNETIC

What does "paramagnetic mean?"

/ˌperəmaɡˈnedik/

adjective
(of substance or body) very weakly attracted by poles of magnet.