Docsity
Docsity

Prepare for your exams
Prepare for your exams

Study with the several resources on Docsity


Earn points to download
Earn points to download

Earn points by helping other students or get them with a premium plan


Guidelines and tips
Guidelines and tips

A Computational Study of NO2 and SCN-: Determining Resonance Structures and Bonding, Schemes and Mind Maps of Applied Chemistry

Instructions for creating computational studies of the chemical species no2 and scn-, focusing on determining their resonance structures and understanding bonding. How to calculate formal charges, bond orders, and bond lengths using lewis structures and the valence shell electron pair repulsion (vsepr) theory. It also outlines the process of building resonance structures in spartan and performing energy calculations to determine bond lengths and ir stretching frequencies.

What you will learn

  • What are the two major resonance structures for SCN- and how can they be determined?
  • How does the Valence Shell Electron Pair Repulsion (VSEPR) theory help determine the shape of a chemical species?

Typology: Schemes and Mind Maps

2021/2022

Uploaded on 09/12/2022

ekapad
ekapad 🇮🇳

5

(17)

266 documents

1 / 4

Toggle sidebar

This page cannot be seen from the preview

Don't miss anything!

bg1
Revised: 2/12/15
A COMPUTATIONAL STUDY OF SCN-
REPORT INSTRUCTIONS
Create a computational study page in the Week 5’s folder. All Spartan files and tables for this
experiment must be attached to or in the ELN. No formal lab report sections are needed.
INTRODUCTION
Lewis structures are created by summing the valence electrons of all the atom’s of a chemical
species and then arranging those electrons so each atom typically has an octet of electrons. For
example, the Lewis structure of NO2- has a total of 18 valence electrons – 6 from both oxygen
atoms, 5 from the nitrogen atom, and 1 extra because of the negative charge.
When the Valence Shell Electron Pair Repulsion (VSEPR) theory is applied, the shape of the
chemical species can be determined. The lone pair of electrons on the nitrogen atom will result
in a bent molecule.
The placement of the double bond between the nitrogen atom and the oxygen on the right is
arbitrary.
When two or more Lewis structures differ only by the placement of double or triple bonds, they
are referred to as resonance structures. An imbalance of the number of lone and bonding pairs
around a particular atom can potentially create a charge localized on that atom. The charge on
that atom is referred to as formal charge and is calculated by the following equation:
Formal Charge = # of valence e-s – (# of lone pair e-s + ½ # of bonding pair e-s)
For the oxygen atom singly bound to the nitrogen atom above, the formal charge is calculated as
follows:
Formal Charge = 6 – (6 + ½ (2)) = -1
So, a more accurate representation of NO2- places the negative charge on the oxygen atom singly
bound to the nitrogen atom and shows both resonance structures.
O N O
-
O
N
O
-
O
N
O
-
-
O
N
O O
N
O
-
pf3
pf4

Partial preview of the text

Download A Computational Study of NO2 and SCN-: Determining Resonance Structures and Bonding and more Schemes and Mind Maps Applied Chemistry in PDF only on Docsity!

A COMPUTATIONAL STUDY OF SCN

-

REPORT INSTRUCTIONS

Create a computational study page in the Week 5’s folder. All Spartan files and tables for this experiment must be attached to or in the ELN. No formal lab report sections are needed.

INTRODUCTION

Lewis structures are created by summing the valence electrons of all the atom’s of a chemical species and then arranging those electrons so each atom typically has an octet of electrons. For example, the Lewis structure of NO 2

  • has a total of 18 valence electrons – 6 from both oxygen atoms, 5 from the nitrogen atom, and 1 extra because of the negative charge. When the Valence Shell Electron Pair Repulsion (VSEPR) theory is applied, the shape of the chemical species can be determined. The lone pair of electrons on the nitrogen atom will result in a bent molecule. The placement of the double bond between the nitrogen atom and the oxygen on the right is arbitrary. When two or more Lewis structures differ only by the placement of double or triple bonds, they are referred to as resonance structures. An imbalance of the number of lone and bonding pairs around a particular atom can potentially create a charge localized on that atom. The charge on that atom is referred to as formal charge and is calculated by the following equation: Formal Charge = # of valence e-s – (# of lone pair e-s + ½ # of bonding pair e-s) For the oxygen atom singly bound to the nitrogen atom above, the formal charge is calculated as follows: Formal Charge = 6 – (6 + ½ (2)) = - 1 So, a more accurate representation of NO 2

places the negative charge on the oxygen atom singly bound to the nitrogen atom and shows both resonance structures. O N O

O N O

O N O

O N O O N O

Note: Major resonance structures minimize the magnitude of formal charge on any one atom and the number of atoms assigned a formal charge. What do the two resonance structures of NO 2

- indicate about bond order and bond length? Bond order indicates the degree of multiple bonding: A bond order of 1 indicates a single bond; a bond order of 2 indicates a double bond; and, a bond order of 3 indicates a triple bond. Bond order and bond length are inversely related. When comparing the same two atoms, a single bond is the longest and a triple bond is the shortest. In the two resonance structures of NO 2

, a double bond is found between the nitrogen atom and either one of the oxygen atoms. The result is an averaging of bond length and bond order. The two N-O bond lengths have been empirically determined to be equal and in between single and double NO bond lengths, making the hybrid structure below a reasonable way to depict the ion. When a chemical species absorbs the right energy of infrared radiation ( IR ), its bonds stretch and contract like a spring. Bond order directly correlates with the energy (frequency) of IR radiation absorbed. As the bond order increases, the bond is shorter because it is stronger. More energy (a higher frequency of radiation) must be absorbed to cause the bond to stretch. The absorption of the IR can be modeled with Spartan. The IR of NO 2 -^ is shown below: The thiocyanate ion, SCN

, is a reagent in this week’s wet lab. In this assignment the resonance structures of this ion will be investigated with Spartan. O N O

Creating the Actual Structure:

  1. Build SCN

    with the _Inorganic_ Model Kit. Build the model as above. _Because two significant 

resonance structures exist for SCN

, double or triple bonds will not be added here. We will let Spartan decide the real structure (which is an unequal average of the two resonance structures)._ Optimize the structure; click Build , and then Minimize.

  1. Perform an Equilibrium Geometry calculation with the Hartree-Fock 3-21G method. Before submitting the calculation, click on the boxes to the left of Infrared Spectra and Vibrational Modes in the Calculation window.
  2. Add to the table started above for S-C and C-N bond lengths and IR stretching frequencies.
  3. Measure the bond lengths by clicking on the gray bond until a yellow “mask” appears around the bond. The bond length will then be displayed in the bottom right corner of the program window.
  4. Go to the Display menu and choose Spectra. Click on and select IR calculated. Click on the peaks in the Spectra window. Record the frequencies that result in stretching vibrations of the sulfur-carbon bond and for the carbon-nitrogen bonds. Log onto Sapling and complete the questions.