HCBBS Forum (English)
Submit Chemical Projects / Find Solutions
Amplify Your Requirements on a Broader Chemical Platform *Engineering · Technology · Equipment · Solutions*
Submit Request

Help with calculating heat transfer area

2019-06-09View Original

Thread Content

I need to design a heat exchanger, which can also be considered a heater. Coils are installed inside a tank, with saturated steam (0.8 MPa, 170°C) flowing through these coils; the output fluid is cooled water at 50°C. The diameter of the tubes and the flow rate are known, but it is not clear how many tubes are used to convey the steam. In this process, condensation and cooling take place, resulting in heat release; At the same time, the Freon liquid in the tank absorbs heat and evaporates to become saturated Freon vapor. Once the Freon liquid has absorbed enough heat to reach stability, I believe the temperature remains constant, just like when water boils; this temperature is known (the temperature of saturated Freon vapor may be slightly higher than that of the Freon liquid, with the liquid temperature being 38 degrees). The Freon liquid inside the tank does not flow, but the evaporated Freon vapor condenses and returns to the tank. It can be assumed for now that this has little effect on the unevaporated Freon liquid in the tank. Experts, how can one calculate the overall heat transfer coefficient, the heat transfer area, given that the amount of heat transferred is already known? I’m begging experts for help! It would be great if anyone could send me similar examples. Thank you all in advance! ! ! !
Reply #22019-06-10
Q = M*CP*ΔT = UA(LMTD). With the specific heat known, the temperature difference known, and the mass known, the total amount of heat can be determined. It depends on what type of heat exchanger you are using; the theoretical U value and area can be found, and then the calculation can be carried out. One thing to note is that when using saturated steam for heating, the outlet temperature becomes 50°C. In other words, the steam undergoes a phase change before its temperature drops inside the heat exchanger... Therefore, for steam, the energy calculation needs to take into account both the phase change and the temperature drop. That’s how it works
Reply #32019-06-10
Q = M*CP*ΔT = UA(LMTD). With the specific heat known, the temperature difference known, and the mass known, the total amount of heat can be determined. It depends on what type of heat exchanger you are using; the theoretical U value and area can be found, and then the calculation can be carried out. One thing to note is that when using saturated steam for heating, the outlet temperature becomes 50°C. In other words, the steam undergoes a phase change before its temperature drops inside the heat exchanger... Therefore, for steam, the energy calculation needs to take into account both the phase change and the temperature drop. That’s how it works
Reply #42019-06-11
The last edit to this post was made by wiseboy on 2019-6-11 at 14:38: “But the fluorocarbon vapor that evaporates condenses and returns to the tank.” The only key figure you didn’t mention is the amount of vapor that evaporates. If you tell me the evaporation rate, my coil heat exchange simulation software is designed specifically to calculate this issue. Such problems are common, which is why we developed the Coiled Tube Heat Exchange Doctor software.

Submit a Project

**Looking for Chemical Technology, Equipment & Solutions?** No Registration Required Broader Platform Exposure | Global Chemical Service Provider Connections

Submit Request — Free Consultation

Disclaimer

This is an automated machine translation of the original thread. Some technical terms may have inaccuracies; the original text shall prevail. Click "View Original" at the top right to access the source page, which supports IP-based automatic real-time language translation. Please watch out for contact details and sales inducements to prevent fraud. All content and translations are for reference only, representing solely the poster's personal views. For enquiries, email service@hcbbs.com.