Submitted by Anthony L. Fernandez / Merrimack College on Mon, 12/29/2014 - 10:43
##### Categories
Prerequisites
Corequisites
Course Level
Topics Covered
Subdiscipline
Description

In this activity, the provided d orbital splitting patterns need to be matched with ligand geometries. Students are provided with the d orbital splitting diagrams for 6 ligand geometries (octahedral, trigonal bipyramidal, square pyramidal, tetrahedral, square planar, and linear). A web browser is used to view an animation (developed by Flick Coleman) which allows for the visualization of the relationship between the positions of the metal d orbitals and the ligands. Given this information, students should then be able to qualitatively rank the orbitals from highest to lowest energy. Once the orbitals are ranked in terms of energy, the pattern can then be matched to the provded splitting diagrams.

Attachment Size
196.92 KB
214.53 KB
Learning Goals

After completing this in-class activity, students should be able to:

• visualize the positions of the ligands relative to the metal's d orbitals;
• determine the energies of the orbitals based upon electron repulsion relative to the barycenter;
• qualitatively rank the d orbitals in terms of their energies for a variety of ligand fields;
• explain why the observed splitting pattern in produced for each ligand geometry.
Equipment needs

Each student will need access to a computer or tablet with a web-browser capable of running JavaScript.

Related activities
Implementation Notes

This activity has been used both as an in-class exercise and a homework assignment, and I have found that it works much better as an in-class activity.

In the class previous to the one where the activity is completed, I work through the splitting diagram for an octahedral complex.  The web-based animation is used to show the relative positions of the orbitals and the ligands. While projecting the image on a whiteboard, I illustrate the geometric arrangement of ligands using a cube and I place the metal at the center of the cube and the ligands at the center of each of the 6 faces of the cube. (This allows me to give them an idea about distance between the ligands and the orbitals.) In preparation for the next class, I ask them to think about how the ligand-orbital interactions would be different in a tetrahedral arrangement of ligands. I also remind the students to bring their laptops to the following class.

When arriving in class, I break the students up into groups of two and I ask them to work on the assignment together. They discuss the animations and can consult with other groups or me if they get stuck. The exercise is usually completed in one 50-minute lecture.

Time Required
approximately 50 minutes

#### Evaluation

Evaluation Methods

There is no formal evaluation done for this in-class activity, but student comprehension is gauged by the quality of the discussion.

Evaluation Results

When this activity was assigned as a take-home problem set, most students had very little trouble determining octahedral (covered previously), square planar (3 out of 4), and square pyramidal (3 out of 4) splitting patterns. They had a bit more trouble determining the other splitting patterns, with an average of only 1 out of 4 getting each of the others correct.

I have used this actvity in class for several years (with about 40 students) and have found that the students benefit from the ability to discuss the activity with other students. Their discussions focus on the repulsion that would be felt between electrons in various d orbitals and the ligands in each ligand field. The vast majority of students (greater than 85%) easily determined which orbitals will lie above and below the barycenter. More than two-thirds of the students have been able to distinguish the relative positions of the orbitals based upon ligand-d electron repulsion and pair all of the diagrams with the ligand field correctly after discussing it with their fellow classmates.

Attribution, Non-Commercial, Share Alike CC BY-NC-SA
Adam Johnson / Harvey Mudd College

What a great resource! I hadn't seen this JMOL before and this implementation looks good. I'm a big fan of doing in-class activities and I can totally see this working in my class.

Marion Cass / Carleton College

Hi Anthony,

I was checking out this LO today.  It is a nice!  One note.  The link you have to Flick Coleman's site in your pptx file has an error

this is the correct link http://www.flicksstuff.com/Jmol/jsmol/ligandfield.html

(you have jsmole rather than jsmol in the address).

cheers,

Marion