Can a Heat Balance be Achieved with Constant Condensation Temperature?

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SUMMARY

A heat balance can be achieved in a heat exchanger with a cooling fluid and a condensing fluid at constant temperature by applying the principles of thermodynamics, specifically the concept of enthalpy changes during phase changes. The equation (m*Cp*ΔT)fluid 1 = (m*Cp*ΔT)fluid 2 is used to relate the mass flow rates and specific heat capacities of both fluids. The heat of vaporization or condensation is critical in this scenario, as it allows for energy transfer without a change in temperature for the condensing fluid. Understanding these principles is essential for accurately modeling heat exchangers in thermodynamic systems.

PREREQUISITES
  • Understanding of thermodynamics principles
  • Familiarity with heat exchangers
  • Knowledge of enthalpy changes during phase changes
  • Basic grasp of specific heat capacity (Cp)
NEXT STEPS
  • Study the concept of enthalpy changes at constant temperature during phase changes
  • Learn about the heat of vaporization and condensation
  • Explore detailed heat exchanger design principles
  • Investigate real-world applications of thermodynamic cycles
USEFUL FOR

Students studying thermodynamics, engineers designing heat exchangers, and professionals involved in thermal system optimization will benefit from this discussion.

Kqwert
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Homework Statement


If you have a heat exchanger with a cooling fluid and a fluid that condenses, and the fluid condenses over the entire heat exchanger i.e. its temperature is constant. How can one make a heat balance in such a case, when dT is 0 for the condensing fluid but not the other? i.e. (m*Cp*Dt)fluid 1 = (m*Cp*Dt)fluid 2

Homework Equations

The Attempt at a Solution

 
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Kqwert said:

Homework Statement


If you have a heat exchanger with a cooling fluid and a fluid that condenses, and the fluid condenses over the entire heat exchanger i.e. its temperature is constant. How can one make a heat balance in such a case, when dT is 0 for the condensing fluid but not the other? i.e. (m*Cp*Dt)fluid 1 = (m*Cp*Dt)fluid 2

Homework Equations

The Attempt at a Solution

You are aware that enthalpy changes at constant temperature for a phase change of a single component substance, correct? You've heard of the heat of vaporization/condensation, correct?
 
Chestermiller said:
You are aware that enthalpy changes at constant temperature for a phase change of a single component substance, correct? You've heard of the heat of vaporization/condensation, correct?
I wasn't aware that the enthalpy changes at constant temperature for a phase change.
 
Kqwert said:
I wasn't aware that the enthalpy changes at constant temperature for a phase change.
Are you taking thermodynamics now, or have you had it yet?
 
Chestermiller said:
Are you taking thermodynamics now, or have you had it yet?
I haven´t had it yet. We had a small brief on it in the course I am taking, but maybe I didn't pay enough attention.
 
Kqwert said:
I haven´t had it yet. We had a small brief on it in the course I am taking, but maybe I didn't pay enough attention.
Well, I'm sure you know that water boils at a constant temperature of 100C while you are adding heat.
 

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