An Experiment Into the Thermal Decomposition of Metal Carbonates

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An Experiment into the thermal decomposition of metal carbonates

PLAN

        I propose to investigate the effect of heat on the breakdown of metal carbonates. Metal carbonates all decompose with varying ease, and the aim of this particular experiment is to find the order of ease of thermal decomposition in the metal carbonates.

        These are the 8 main types of metal carbonate. These are;

  • Potassium Carbonate
  • Sodium Carbonate
  • Calcium Carbonate
  • Magnesium Carbonate
  • Zinc Carbonate
  • Iron Carbonate
  • Lead Carbonate
  • Copper Carbonate

I have chose 5 of these metals to investigate, to give me a reasonable spread of results. The way in which carbonates are formed is when a metal forms a covalent bond with carbon and oxygen. This usually occurs naturally, or can sometimes take place after a reaction of two other compounds. The strength of the covalent bond depends upon the metal’s readiness to react with its surroundings. This gives me a good indication of my prediction. Copper carbonate is one of the metals, which I will experiment upon. This is the equation for the thermal decomposition of Copper carbonate.

CuCO3 + heat energy = CuO + CO2 

        The Factors affecting the experiment are:

  1. Temperature

The temperature must be kept constant throughout the entirety of the experiments. This means using the same Bunsen burner on the same setting on the same gas tap for each experiment. The flame should be at a blue flame, but not roaring, as this can break the boiling tubes, broken glass is a hazard. Another reason is that if it is on a roaring flame, the reaction will take place too quickly for you to be able to take a desired amount of readings.

  1. Surface area

It is no use having some carbonates that have larger pieces that others, and it would be laborious, time consuming and inaccurate to search through and find lumps of carbonate with the same weight, mass etc. Therefore it is decided that all of the carbonates will be in powder form, and this will give the added advantage of having the maximum surface area, this will enable the carbonates to decompose to the full potential.

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  1. Mass of carbonate

Instead of working out the moles and then the equivalent mass needed, I have decided that it would be more advantageous to work it out by determining how much gas that I want to produce. I have decided to make the volume of CO2 produced 100 cm3. 100/2400 = number of moles which is 0.004. This is the number of moles that will be needed for each carbonate. Below are the calculations to work out the mass of each carbonate needed to produce 100 cm3 of CO2.

Potassium Carbonate (K2CO3)

Mr = (39)2 ...

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