Tables 3 & 4 |
||
Cold Pack |
Hand Warmer |
|
Volume |
20mL |
20.6mL |
Time (sec) |
Temperature (°C) |
Temperature (°C) |
Initial |
22.6 C |
25.8 C |
30 |
12.7 C |
33.7 C |
60 |
11.2 C |
39.0 C |
90 |
9.8 C |
46.9 C |
120 |
9.3 C |
51.3 C |
150 |
6.4 C |
55.6 C |
180 |
5.6 C |
59.2 C |
210 |
6.1 C |
61.3 C |
240 |
5.8 C |
62.2 C |
270 |
6.2 C |
63.0 C |
300 |
6.9 C |
64.5 C |
330 |
7.8 C |
65.2 C |
360 |
8.3 C |
61.3 C |
390 |
8.8 C |
60.6 C |
420 |
9.9 C |
58.4 C |
450 |
10.6 C |
57.3 C |
Calculate the enthalpy of the reaction for each trial using the minimum/maximum temperature reading for ΔT. Show work below.
Solution :-
#1) Calculation for the cold pack
Volume = 20 ml
Assume that the specific heat and density is same as water
Therefore we have
20 ml * 1.0 g /ml = 20 g
Now using this we can find the delta H for the cold pack
Initial temperature = 22.6 C
Final temperature = 5.6 C
q= m*s*delta T
= 20.0 g * 4.184 J per g C * (5.6 C – 22.6 C)
= -1423 J
Therefore the delta H for the cold pack is -1423 J
#2) Now lets calculate for the hot pack ( hand warmer)
Initial temperature = 25.8 C
Final temperature = 65.2 C
Mass of solution = 20.6 ml * 1.0 g /ml = 20.6 g
q= m*s*delta T
= 20.6 g* 4.184 J per g C * (65.2 C -25.8 C)
= 3396 J
Therefore the delta H for the hand warmer is 3396 J
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