How to calculate volume and capacity spiral coil exchanger if tube
diameter 6 cm, thickness 4 m, total spiral 18, spiral diameter 84 cm,
spiral high 193 cm, and the material is stainless steel 316?
How in the heck can the tubing have a diameter of 6 cm (ID or OD?) and have a thickness of 4 metres? Is the spiral diameter an OD, ID or on tubing center?
What do you mean by capacity?
Does the coil contain the process fluid or the heat exchange medium?
What is the geometry of the rest of the heat exchanger?
Do you understand basic geometry?
If these questions aren't enough to daunt you... and if you can answer them, maybe we can help you.
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"Reason is not automatic. Those who deny it cannot be conquered by it. Do not count on them. Leave them alone." - Ayn Rand
Oops, sorry, I make mistake. Dimension of spiral coil is OD=6cm, ID=5.2cm, thickness=4mm. Diameter outside tube 84cm and fill with palm oil. How to calculate calorie capacity of heat exchanger if dimension of HE is L=116.4cm W=116.4cm H=243cm and thickness=4mm?
What is flowing in the shell outside the spiral coil (it wasn't clear if the palm oil was inside the coil or outside)?
What is its direction in relation to the flow through the coil?
What is its flow rate?
After I know these, I will need to know the feed temperature of both, and the desired temperature of the process fluid as it leaves the heat exchanger.
__________________
"Reason is not automatic. Those who deny it cannot be conquered by it. Do not count on them. Leave them alone." - Ayn Rand
In order to give you either an answer or at least a hint you should provide either the 2 pipe diameters or one of them and the wall thickness and one of the helix diameters specifying which one it is.Those data concern the geometry. Some other concern the flow since the convection depends on the fluid velocity. It could be estimated that the hot gas will give more via radiation than via convection but the oil will get heat via convection so that the oil flow has to be specified. With the data it is possible to estimate a global heat transfer coefficient and multiplying it by the area obtain the heat transfer capacity of your exchanger.
What is the temp of the oil entering the Heat eXchanger (called HX from now on)?
What is the desired temp of the oil exiting the HX?
What is the flow rate of the oil through the HX?
What is the fuel used to heat the oil?
What is the flow rate of the fuel used to heat the oil?
I ask some of these questions a second time. Is there some reason you did not answer them, providing only a drawing instead (which was very good and descriptive by the way!)?
If you cannot answer these questions, you will never get an answer to your questions.
Bye
__________________
"Reason is not automatic. Those who deny it cannot be conquered by it. Do not count on them. Leave them alone." - Ayn Rand
That'll fool the revenooers, who are probably looking for copper...
Presuming that t = 0.4 mm, spiral o.d. = 84, and neglecting the very slight slope of the coil,
Vinternal = 18 [π (0.26)2][π (78)].
Asurface = [π (0.6)][π (78)].
Q = k Asurface (lmtd). I don't know the k-value (heat conductivity) for your fluids with SS316 between.
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In vino veritas; in cervisia carmen; in aqua E. coli.
I presume that you mean "convection" ? In fact the thermal resistance of the metal pipe is VERY small in comparison with the convection limits. In general the fluid with the lower convection coefficient is circulated in the pipe to increase speed and convection and the fluid with the higher is outside since even at lower speeds convection can acceptable. As an example oil is inside and water outside in an oil-water cooler. In the case of an oil-air exchanger for instance the convection area on the air side is increased by fins.