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I have a question regarding the heat release during steam liquefaction

2017-06-27View Original

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I was forced to work on this manufacturing process; almost all the previous materials were discarded :(. I would like to ask: in a heater where steam is used as the heat source and it turns back into water at a constant temperature, how should the heat released be calculated?
Reply #22017-06-27
First calculate the latent heat, then calculate the heat generated by the temperature difference; Or calculate it directly using the enthalpy difference
Reply #32017-06-27
Simply find the enthalpy values of water vapor and water at that temperature; the difference between them represents the theoretical heat release amount. Is that correct? For example, at 200°C, the specific enthalpy of steam is 667.1 Kcal/kg, while that of water is 203.6 Kcal/kg. If the heat carrier in the heat exchanger only undergoes a phase change without any changes in temperature or pressure, then the heat release per kilogram of steam would be 667.1 – 203.6 = 463.5 Kcal, right?
Reply #42017-06-27
It is the latent heat of steam at a certain temperature and pressure.
Reply #52017-06-27
Oh, so it means the latent heat of vaporization of water at a certain temperature and pressure is this amount? And conversely, the same amount of heat is released when steam liquefies, right?
Reply #62017-06-27
Oh, so it means the latent heat of vaporization of water at a certain temperature and pressure is this amount? And conversely, the same amount of heat is released when steam liquefies, right?
Reply #72017-06-27
1. The latent heat of vaporization at a certain pressure can be found, but this is possible only if the dry steam condenses into water, that is, when the steam dryness decreases from 1 to 0.2. In practical applications, it is important to ensure that the steam fully condenses; otherwise, the latent heat cannot be utilized fully. Appropriate superheat and subcooling can be applied during the operating condition design
Reply #82017-06-27
What is released when the temperature remains unchanged is the latent heat at that temperature.

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