Specific Heat Capacity

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Abdul Memon    Physics coursework

Specific Heat Capacity

Aim

To find out what affects how quickly a substance such as water heats up

Plan

I am going to compare the effects of an immersion heater has on different masses of water. I will do this over a time of 3 minutes, measuring the temperature, voltage and level of amps at each different level of water.

Useful Equations

Q=mc( ∧σ)

Energy Supplied(J) = Mass(g) × Specific Heat Capacity(J/Kg/ C) × Temperature Change( C)

T= mc( ∧σ) ÷ Q

Time (S) = Mass(g) × Specific Heat Capacity(J/Kg/ C) × Temperature Change( C) ÷ Energy Supplied(J)

Electrical Energy = ItV

Electrical Energy = Current(A) × Time(S) × Volts(V)

Prediction

My hypothesis is that the temperature will change at each level. I believe that the bigger the mass of water, the lower the temperature will be at the end of 3 minutes because the immersion heater is having to heat more molecules and the heat energy will be equally spread. I also believe that the voltage and level of amps will go up slightly as the mass of water rises because more energy is needed by the immersion heater to heat up the water. This has been deducted from my research that states ‘1 calorie is needed per degree Celsius of temperature change for 1 gram of liquid water.’ This shows that if the amount of water increases so does the amount of energy needed to be heated up and as there is a constant voltage supply, there will be no more energy provided to one volume of water then the next. The rate of thermal energy produced could possibly increase as the volume goes up as there are more particles of water so there is more chance of collision which would produce energy.

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Apparatus

  • Immersion heater
  • 13 volts on PSU
  • 3 minutes on stop-watch
  • Ammeter
  • Voltmeter
  • Leads
  • Thermometer
  • 1500g of water
  • 5 beakers of different sizes measuring:  100g

                                                                       200g

                                                                       300g

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