Experiment Number 11

 

The Enthalpy of Combustion of Various Alcohols

 

 

 

 

 

 

 

 

 

California Content Standards

 

This experiment will ask students to investigate the enthalpy of a chemical reaction, namely the combustion of various alcohols (SCSCPS, p 33).

 

 

Introduction

 

Determining the heat yielded by a chemical reaction is an important part of determining the economical efficacy of different fuels.  In this experiment we are going to determine the enthalpy of several alcohols (methanol, ethanol, and propanol) in a calorimeter.

 

 

Combustion Calorimetry

 

The caloric content of chemicals is often determined by burning it in a closed metal calorimeter pressurized with oxygen and completely surrounded by water.

 

The calorimeter can be calibrated by burning a substance whose heat of combustion has been accurately determined. The method we will employ to measure the heat (enthalpy) of combustion of various alcohols is similar in principle, but the calorimeter we will use is a crude version of the combustion calorimeter used for accurate scientific work. We will construct a lamp that burns alcohol. The heat from the burning alcohol will be used to heat water and the temperature increase of the water will be a measure of the energy produced in the combustion. The enthalpy change for a sample of water that is heated from temperature T1 to temperature T2 is given by

 

∆H = m cp ∆T

 

where ∆H is the enthalpy change in calories (heat absorbed by the water in this example), m is the mass of water in grams, cp is the heat capacity (at constant pressure) in J/g·K, and ∆T is the temperature change (∆T = T2 - T1) in Celsius degrees.

 

Not all of the energy released in burning the alcohol finds its way into the water heated in the calorimeter, so it is necessary to determine the efficiency of the calorimeter (the fraction of energy that is captured) by burning a substance whose heat of combustion is known. We will use paraffin, whose enthalpy of combustion has been determined to be 41.382 J/g, to calibrate the calorimeter by burning a known mass of paraffin under the same conditions used to burn a known mass of alcohol. The measured enthalpy change for the alcohol will then be divided by the efficiency to get a corrected value that should be close to the true value for the enthalpy of combustion of the alcohol under test.

 

Hcombustion  =  ∆H measured / efficiency

 

 

Materials & Methods

 

Materials:

 

paraffin, alcohols (methanol, ethanol, propanol and butanol.).

 

Equipment:

 

12-oz aluminum beverage can

thermometer (0 to 110°C)

100-mL graduated cylinder

ring stand and supports for can and thermometer

 

Procedure:

 

A.        Setup of equipment

 

1.         Mount the can vertically with a three-finger clamp held on a ring stand if not already done.  Suspend thermometer so that thermometer bulb is not touching  but is about 0.5 cm from bottom of can.

 

2.         Light both the paraffin candle and alcohol lamps to see that they burn in a satisfactory manner. The end of the wick must not be too broad, otherwise a bushy, sooty flame will be obtained and combustion will be incomplete. If necessary, use scissors to trim the wick. The size of the flame is controlled by the height of the wick above the surface of the alcohol lamp. The bottom of the can should be positioned about 1 cm above the tip of the flame. Blow out both flames.

 

 

B.        Calibration of the Calorimeter and Determination of Efficiency

 

1.         Weigh the paraffin candle as accurately as possible on the analytical balance and record the mass. Measure and record the room temperature.

 

2.         Prepare some water that is about 10C° cooler than room temperature by mixing chilled water (from a refrigerated drinking fountain) or crushed ice with tap water. If you use ice, fill a 400-mL beaker about one-third full of crushed ice. Fill a 600-mL beaker about half full of tap water. Mix the contents of the two beakers back and forth until the ice is melted. Measure the temperature of the cold water, which should be about 10 C° lower than room temperature. Using your 100-mL graduated cylinder, measure out exactly 100 mL of the cold water and pour it into the aluminum can, being very careful not to allow any water to spill down the outside of the can. Stir the water thoroughly with a thermometer, then read the temperature to the nearest 0.2 C°, and record it. (There must be no ice in the water added to the can, otherwise energy would go into melting the ice rather than heating the water.)

 

3.         Quickly relight the weighed paraffin candle and place it under the can of water, carefully centering the flame under the bottom of the can. Stir the water with a thermometer and when the temperature of the water in the calorimeter has risen about as many degrees above room temperature as the initial temperature was below, remove the paraffin candle and blow out the flame. Keep stirring the water in the calorimeter, recording the highest temperature attained to the nearest 0.2 C°.

 

4.         Reweigh the paraffin candle and record the mass. You now have the necessary data to calibrate the calorimeter, using the known heat of combustion of paraffin (41.382 J/g) and the known heat capacity of water.

 

5.         At the end of the experiment, pour out the water and look at the bottom of the can. A light coating of soot is normal. If the coat is heavy, the wick should be trimmed and the measurement repeated. Between each measurement, remove the soot from the bottom of the can by scouring it with steel wool. If your instructor so directs, repeat the measurement. With care, the temperature change of the water divided by the mass change of the lamp should agree within 10% for the two trials.

 

 

C.        Enthalpy of Combustion of Alcohols

 

1.         Record in your report the type of alcohol used. Weigh and record the mass of the lamp containing alcolhol. Using exactly the same procedure as for the paraffin, prepare a fresh portion of cold water, put exactly 100 mL of the cold water in the calorimeter can, and carry out the temperature measurements, heating, and weighing as before. Record the initial and final temperatures of the water and the mass of the alcohol lamp after it has cooled to room temperature.

 

2.         By assuming that the fraction of the heat captured by the calorimeter is the same for the alcohol lamp as for the paraffin, you now have the necessary data to calculate the heat of combustion of the alcohols. If your instructor so directs, repeat the measurements to obtain a duplicate set of values. Remember to keep the wick trimmed and to scour the bottom of the can to remove soot if necessary after each measurement.

 

3.         Calculate the efficiency of the calorimeter from the data obtained with the paraffin and the enthalpy of combustion of the alcohol from the measured efficiency and the data obtained with the alcohol.

4.         Compare the experimentally determined enthalpy for each of the alcohols, with a calculated enthalpy based upon published enthalpies for each of the reactants.  Remember to convert to moles as published enthalpies are in kJ/mol.  These published values should form the basis of your hypothesis.

 

Safety:

 

This procedure involves the use of open flames.   Wear goggles at all times.  Dispose of chemicals properly.

 

Discussion/Conclusions:

 

In your discussion/conclusion section of your report discuss specifically how the results relate to your hypothesis.  Be sure to discuss potential sources of error in your experiment and how the experiment might be improved or modified to obtain better results. 

 

 

Questions

 

1.         Calculate the expected amount of temperature change in 100 mL of water from burning 0.58 g of hexane?

 

2.         Why is the calorimeter cooled to below room temperature and then heated to above room temperature during the experiment?

 

3.         If you assume that animal fat has the same chemical composition as paraffin, .how many food calories (C) would be present in a pound of fat (1 cal = 4.18 J. 1000 cal = 1 C)?

 

4.         If a 100 lb person burns 192 Calories per hour in walking at 17 min/mi, how far must this person walk to burn one pound of fat?

 

5.         Why would a bomb calorimeter be more efficient than the device used in this experiment?