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Thermostatic Expansion Valve Response

Thermostatic expansion valves (TXV) are often used in vapor compression systems. These valves adjust to allow more or less flow to achieve complete vaporization with minimal superheat. TXVs “sense” the differential in temperature between the inlet and outlet of an evaporator. Unfortunately, there is a lag between the sensing of this temperature and its adjustment. SINDA/FLUINT can be used to analyze the dynamic stability of theTXV-controlled system: its ability to hold a set point after perturbations and to provide the necessary superheat.

For example, assume there is too much superheat, so the TXV begins to open. In addition to lags and finite time constants in the sensing mechanism and valve pin motion, the newly released fluid must traverse the length of the evaporator, quenching heated sections as it does. By the time cooler vapor reaches the outlet, the system may overshoot and “hunt” for a stable set point. This difficulty in arriving at a stable set point is therefore termed evaporator or TXV “hunting.” Many time constants and lags are involved, making detailed modeling necessary. Hunting is undesirable not only from an efficiency viewpoint, but also because it leads to increased wear and tear of the valve and compressor.

Key to this analysis is the ability to calculate the forces on the TXV valve pin. These forces include not only the pressure difference across the diaphragm, but also the spring force and the frictional force. Inertia of the pin is also important. The ordinary differentail equation (ODE) solvers in SINDA/FLUINT allow a user define the “equation of motion” to be co-solved along with the thermohydraulic model to define the pin location. Once the pin position is known, the corresponding resistance of the TXV can be interpolated from the provided table of mass flowrate versus delta pressure.

The charts below show the resulting valve pin position and key temperature responses of such and analysis.

Pin Position

Key Temperature Response

Further details of the analysis can be found in the SINDA/FLUINT Sample Problem Appendix, Sample G: Vapor Compression, Part 2.

Additional Resources

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For further information, please contact C&R Technologies

 


 

 

 



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