Hippo
Chemical
- Feb 6, 2003
- 7
Hello. I'm working on a problem right now that I hope someone here can provide some input/ideas. Here's the situation:
I have a superheated steam supply(about 200deg of superheat) that we can't directly supply to an exchanger due to fouling from the high wall temperature. The plan is to install a drum upstream of the exchanger and bubble the superheated steam through a sparger up through the condensate that returns from the exchanger, which for all practicle purposes is at saturated conditions.
I need the steam to come out approximately with only approximately 20-25 degrees of superheat (less would be better). I need to determine the liquid level required to give adequate heat transfer such that the temperature is reached. From there, I can size my drum.
This is currently done at a few other sites, but no design info is available.
Here is what I am thinking:
1) Calculate bubble diameter(assuming sphere) for a known orifice diameter.
2) From bubble diameter, I can determine a rise velocity.
3) In Mccabe Smith and Harriot, I see a Nusselt number formula for heat transfer between a flowing fluid and the surface of a single sphere.
4) Here's where I'm getting a little uneasy: Based on the ho I calculate from the nusselt number (ho*Dp/kf), can I simply solve the formula hi=mCp(Tb-Ta)/(PI*D*L*deltatLM) for my temp? Rather than L being length of a tube, use depth of liquid, and make D bubble diameter? I don't believe I can make those changes.
There must be a correlation for something like this. I have searched through my books and on the internet, but I have not run across anything yet. Any guidance would be greatly appreciated. Thanks.
Mark
I have a superheated steam supply(about 200deg of superheat) that we can't directly supply to an exchanger due to fouling from the high wall temperature. The plan is to install a drum upstream of the exchanger and bubble the superheated steam through a sparger up through the condensate that returns from the exchanger, which for all practicle purposes is at saturated conditions.
I need the steam to come out approximately with only approximately 20-25 degrees of superheat (less would be better). I need to determine the liquid level required to give adequate heat transfer such that the temperature is reached. From there, I can size my drum.
This is currently done at a few other sites, but no design info is available.
Here is what I am thinking:
1) Calculate bubble diameter(assuming sphere) for a known orifice diameter.
2) From bubble diameter, I can determine a rise velocity.
3) In Mccabe Smith and Harriot, I see a Nusselt number formula for heat transfer between a flowing fluid and the surface of a single sphere.
4) Here's where I'm getting a little uneasy: Based on the ho I calculate from the nusselt number (ho*Dp/kf), can I simply solve the formula hi=mCp(Tb-Ta)/(PI*D*L*deltatLM) for my temp? Rather than L being length of a tube, use depth of liquid, and make D bubble diameter? I don't believe I can make those changes.
There must be a correlation for something like this. I have searched through my books and on the internet, but I have not run across anything yet. Any guidance would be greatly appreciated. Thanks.
Mark