Practical 8 - Measurement of the specific heat capacity for a solid Flashcards

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1
Q

Equation used in this practical

A

Q = mcΔθ

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2
Q

What does Q represent in the equation Q = mcΔθ?

A

Heat in (J)

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3
Q

Way to work out energy using power

A

Power x time

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4
Q

Way to work out energy using current and voltage

A

Current x voltage x time

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5
Q

2 ways in which Q can be worked out in this practical

A

Power x time
Current x voltage x time

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6
Q

Describe the method for this practical using data loggers

A
  1. Connect circuit
  2. Measure mass of water in calorimeter
  3. Turn on circuit and take sample values of energy supplied and temperature for a range of temperatures
  4. Plot a graph of energy (y-axis) vs temperature (x-axis)
  5. Gradient x 1/m = c (specific heat capacity)
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7
Q

Graph plotted in this practical and how its used to work out the specific heat capacity

A

Energy (y-axis)
Temperature (x-axis)

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8
Q

Traditional (without data loggers) method for this practical

A
  1. Connect circuit
  2. Measure mass of water in calorimeter
  3. Switch on circuit and start timing. Note down values of voltage and current (which stay constant)
  4. Note down temperature at regular time intervals
  5. Calculate heat supplied at each time interval (Q=IVt)
  6. Plot a graph of energy (y-axis) vs temperature (x-axis)
  7. Gradient x 1/m = c (specific heat capacity)
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9
Q

How could this experiment be improved? Explain

A

With better insulation, since there’s a temperature gradient causing heat to escape from the system
For example, a vacuum flask wouldn’t allow any transfer of heat
Also, with water, a constant stirrer would help distribute the heat evenly

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10
Q

What type of flask could have been used for this practical and why would this be done?

A

Vacuum flask
Wouldn’t allow any transfer of heat

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11
Q

What would happen the following if the container we used wasn’t a good insulator?
-temperature
-gradient of a graph of temperature v.s time
-specific heat capacity

A

-all temperature measurements would be lower (heat is lost)
-the gradient of the graph of temperature v.s time would be less steep
-specific heat capacity is larger (overestimated)

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