PhET-Simulations-for-Chemistry/C3/Salts-and-Solubility/English
Salts and Solubility
Author: Snehalatha Kaliappan
Keywords: Salts, sparingly soluble salts, solubility, molar solubility, solubility product, molarity, Le Chaterlier’s principle, equilibrium expression, video tutorial.
Visual Cue | Narration |
Slide Number 1
Title Slide |
Welcome to this tutorial on Salts and Solubility |
Slide Number 2
Learning Objectives |
In this tutorial, we will learn about,
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Slide Number 3
Learning Objectives |
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Slide Number 4
Learning Objectives |
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Slide Number 5
System Requirement |
Here I am using,
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Slide Number 6
Pre-requisites |
To follow this tutorial learner should be familiar with topics in high school science.
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Slide Number 7
Link for PhET simulation Point to https://phet.colorado.edu/en/simulations/soluble-salts |
Please use the given link to download the PhET simulation. |
Point to the file in Downloads folder. | I have downloaded the Salts & Solubility simulation to my Downloads folder. |
Double click the file to open | To open the simulation double-click on the file. |
Cursor on the interface. | This is the interface of Salt and Solubility simulation. |
Cursor moves across the tabs. | It has 3 tabs. |
Cursor on Table Salt interface.
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Table Salt opens first by default.
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Show the location of inlet and outlet taps. | Inlet water tap is placed at the top-left of the container.
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Cursor on container. | The container is graduated and is filled with water.
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Drag the slider on the inlet water tap. | Drag the slider on the inlet water tap towards the right side to fill the container. |
Drag the slider on the outlet water tap. | To drain the water from the container, drag the slider on the outlet water tap. |
Show salt shaker. | A salt shaker is placed at the top of the container.
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Cursor on right panel. | On the right panel you will see the Salt and Water sections. |
Cursor on right panel. | Salt section gives information about the ions present in the container.
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Cursor on right panel. | The Water section shows the volume of water in the container. |
Cursor on Reset All button. | Click on the Reset All button on the right panel.
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Cursor on the water container. | Let us see how table salt dissolves in water.
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Shake the salt shaker. | Shake the salt shaker to add salt to the container. |
Slide Number 8 |
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Slide Number 9
Solubility Product expression of NaCl NaCl(s) ⇄ Na+(aq) + Cl-(aq) Ksp = [Na+] [Cl-] |
Here is the Solubility Product expression of Sodium Chloride.
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Cursor on sodium and chloride ions. | Sodium ions are represented as red spheres and chloride ions as green spheres. |
Shake the salt dispenser. | Add more salt to the container and observe the solution. |
Cursor on sodium and chloride ions. | As soon as the salt touches the water it dissociates into sodium ions and chloride ions. |
Cursor on right panel. | Note the number of sodium and chloride ions in the Salt panel on the right.
The sodium chloride is neutral molecule. It has one positive sodium ion and one negative chloride ion. |
Shake the salt dispenser.
87 ions in solution, no bound ions. |
Add more salt to the container.
Observe the right panel. Wait for a few seconds for the solution to reach equilibrium. |
Cursor on the water container. | Sodium chloride is highly soluble in water.
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Shake the salt dispenser. | Add more salt until you see some bound ions in the Salt panel. |
Cursor on the right panel. | The salt solution has now reached saturation level.
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Cursor on the right panel.
180 dissolved ions. |
Approximately 180 dissolved ions are observed.
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Cursor on the water container. | Observe the ions in the container.
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Cursor on the right panel. | Molar solubility for sodium chloride can be calculated using the information in the right panel.
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Cursor on the right panel. | Note the number of cations and anions at saturation state for Sodium Chloride.
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Slide Number 10
Calculations: Molar Solubility |
This slide shows how to calculate Molar Solubility for Sodium Chloride. |
Slide Number 11
Calculations: Solubility Product
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We can also calculate Solubility Product for sodium chloride using Molar solubility values.
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Cursor on Simulation interface. | Back to the simulation.
The number of bound ions increases in the solution. |
Drag the slider on the inlet tap. | Add some water to the container.
Observe the ions in the panel as well as in the container. |
Cursor on the simulation. | The number of dissolved ions increases with dilution.
This is because the bound ions now dissolve in the extra added water.
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Drag the slider on the inlet tap. | Add more water until all the bound ions are completely dissolved. |
Cursor on the simulation. | Please refer to the Additional material link for more information on Le Chatelier's principle. |
Click the Reset All button. | Click the Reset All button. |
Narration only | Practice with a different volume of water in the container.
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Click on Slightly Soluble Salts tab. | Next click on Slightly Soluble Salts tab.
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Cursor on the right panel. | 6 different types of sparingly soluble salts are listed here. |
Cursor on the screen. | The rest of the simulation interface is similar to the Table Salt screen. |
Point to the first salt in the list
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The first salt in the list is Strontium Phosphate.
Shake the salt dispenser. A little amount of salt is added to the container with water. |
Cursor on the right panel. | Notice the ratio of Strontium to Phosphate ions in the right panel. |
Slide Number 12
Solubility Product expression for Strontium Phosphate. |
This slide shows the Solubility Product expression for Strontium phosphate.
The stoichiometry is 3 is to 2 (3:2). Therefore the Strontium Phosphate molecule consists of: 3 atoms of Strontium and 2 units of Phosphate. |
Shake the salt dispenser. | Shake the salt dispenser a few more times.
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Observe the right panel. | Observe the right panel. |
Shake the salt dispenser. | Shake the salt dispenser a few more times until you see constant unbound ions in solution. |
Observe the right panel. | The solution is now saturated. The equilibrium is established.
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Observe the right panel. | Molar solubility for salts can be calculated using the information in the right panel.
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Slide Number 13
Table Calculations: Molar solubility |
This slide shows how to calculate Molar Solubility for Strontium Phosphate. |
Slide Number 14
Table Calculations: Solubility Product
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I have calculated the Molar Solubility and Solubility Product for Strontium Phosphate.
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Cursor on the simulation interface. | Increase or decrease the volume of water in the container and observe the results. |
Slide Number 15
Assignment |
You can pause the video and do the following:
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Click on Design a Salt tab. | Now click on Design a Salt tab at the top of the simulation. |
Cursor on the simulation interface. | Here we can creatively design a salt using the different charges for cation and anion. |
Cursor on the right panel. | On the right panel using the drop-down buttons select the charges of your choice. |
Select cation charge as +2 and anion as -1. | I will select cation charge as +2 and anion as -1. |
Select the Solubility Product as 1 x 10-19 | I will select the Solubility Product as 1 x 10-19. |
Shake the salt dispenser. | Shake the salt dispenser over the container of water. |
Cursor on right panel | Observe the ratio of dissolved cations and anions.
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Select Solubility Product as 1 x 10-7. | Now increase the Solubility Product of the salt to 1x10-7. |
Shake the salt dispenser over the container of water. | Shake the salt dispenser over the container of water.
Observe the number of dissolved ions in the right panel. |
Cursor on the right panel. | Notice the solubility of the salt.
Hence, solubility is more when Solubility Product value is more. |
Slide Number 16
Summary |
Let us summarize.
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Slide Number 17
Summary |
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Slide Number 18
Summary |
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Slide Number 19
Assignment
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As an assignment,
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Slide Number 20
About Spoken Tutorial Project |
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Slide Number 21
Spoken tutorial workshops |
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Slide Number 22
Answers for THIS Spoken Tutorial |
Please post your timed queries in this forum.
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Slide Number 23
Acknowledgement |
Spoken Tutorial project is funded by Ministry of Education (MoE), Govt. of India |
The script for this tutorial is contributed by Snehalatha Kaliappan from IIT Bombay.
Thank you for joining. |