Continuous Flow Calorimeter (SHC)

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SUMMARY

The discussion focuses on calculating the specific heat capacity of a liquid using a continuous flow calorimeter setup. A 380g liquid at 12°C is heated in a 90g copper calorimeter with a power input of 20 watts for 3 minutes, resulting in a temperature increase to 17°C. The specific heat capacity of copper is given as 40 J/kg·K. The total thermal energy supplied is calculated as 3600 Joules, which is then partitioned between the copper calorimeter and the liquid to derive the specific heat capacity of the liquid.

PREREQUISITES
  • Understanding of calorimetry principles
  • Familiarity with specific heat capacity calculations
  • Knowledge of energy conservation in thermal systems
  • Basic proficiency in algebra for solving equations
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  • Study the principles of calorimetry in detail
  • Learn how to calculate specific heat capacity using different materials
  • Explore energy conservation laws in thermal systems
  • Practice solving calorimetry problems with varying parameters
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This discussion is beneficial for students in physics or engineering, educators teaching thermodynamics, and anyone involved in calorimetry experiments or thermal analysis.

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Homework Statement


380g of a liquid at 12'C in a copper calorimeter weighing 90g is heating at a rate of 20 watt for exactly 3 minutes to produce a temperature of 17'C. If the specific heat capacity of copper is 40Jkg-1K-1, the thermal capacity of the heater is negligible, and there is a negligible heat loss to the surroudnings, obtain a value for the specific heat capacity of the liquid.


Homework Equations


VxI = MC(x2 - x1) + q


The Attempt at a Solution


I genuienly don't have a clue about this.
+q is negligible.

So what are we meant to do for this? I assume we get two values for the equation of the calorimeter and the liquid, minus them and make it C =.
Is that correct? But what values do we sub in for where (I know what everything stands for =/).

Any help is apprectiated!
Thank you.
 
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Negligible heat is lost to the environment, so the energy stays in the calorimeter and the heat capacity of heater is neglible, which leaves the water and copper.

20 Watts * 180 s = ? Joules (total thermal energy), since 1 W = 1 J/s.

The energy is partitioned between the mass of liquid and mass of copper.

One knows the temperature change, so what is the energy in the copper?

Then knowing that what is the energy in the liquid?

Knowing that - what is the specific heat of liquid?
 
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