IPE-TM-510 Hydraulics
IPE-TM-510-02
This procedure provides guidelines for creating a hydraulic circuit in NHP only for a horizontal thermosiphon reboiler.
Detailed hydraulics for a horizontal thermosiphon reboiler are calculated by NHP. Thermosiphon reboiler hydraulics establish the elevation difference needed between the fractionator and the reboiler in order to maintain a desired reboiler circulation rate. If the distance between the vessel tangent and the centerline of the reboiler is too low, then the circulation rate will be lower than expected, causing too much vaporization and poor efficiency of the exchanger. If the distance between the vessel tangent and the centerline of the reboiler is too high, the circulation rate could be much higher than expected which can cause excessive velocities through the piping and add unnecessary expense to the cost of the installed plant. The hydraulics of a thermosiphon reboiler are based on a hydraulic balance between the static head of liquid to the reboiler against the friction loss and static head of two phase material returning back to the column. The higher density of the liquid to the reboiler provides the driving force for circulation into the reboiler, and the heat input, which vaporizes part of the liquid, creates the lower density two phase mixture returning to the column. The target weight percent vaporization is 33 percent. But since the flow is not controlled, the design of the system determines how close the actual operation approaches the desired percent of liquid and vapor at the given heat input. The variables available to adjust in the hydraulic design are the line sizes, nozzle arrangement/sizes, and elevation of the reboiler relative to the fractionator.
Mechanical clearance of the reboiler and its piping and the relative elevation of the reboiler to the column need to be checked to see if it is the governing consideration for determining the column skirt height.
Reference Procedure ”, for basic background information and design philosophy.
Determine the reboiler configuration and elevation using NHP. The line sizes and configuration can be easily varied and the results can be immediately reviewed to interactively converge on an optimum design. NHP will calculate the circuit hydraulics, including reboiler entrance and exit losses, friction losses, and static head driving force. The vessel elevation will be manually entered and the reboiler elevation will be calculated based on necessary static head driving force required. After creating the reboiler circuit in NHP, NHP will calculate the equipment inlet pressures and then export the reboiler into ABE.
If Tonawanda completed detailed sizing of the reboiler, the Tonawanda criteria override the design engineer’s design criteria. The design criteria specified by Tonawanda should be entered in the hydraulics program.
In the New Hydraulics Program, enter the following:
6.2 Select Thermosiphon Reboiler tab
6.3 Press the “Delete Circuit” button
All calculations and circuits are handled the same as a simple horizontal reboiler with one exception. You need to account for the normal liquid level in the reboiler well. Set the “Recommended Contingency” equal to the difference between the reboiler well normal liquid level and the vessel minimum liquid level that is shown at the beginning of the reboiler circuit. Be sure to enter this value on the reboiler form in the units of pressure.
NHP does not do a thorough calculation for the vertical thermosiphon reboilers. Use PC program tools” to determine the reboiler elevation requirements. See Appendix B for detailed calculations. The vertical thermosiphon reboiler work process is listed below:
8.1 NHP
8.2 T-401-09 “Vertical Thermosiphon Reboiler Calcs”
8.3 ABE
Attachment 1 - Figure 1
Appendix A
V = liquid velocity in reboiler entrance nozzle
SGL = liquid specific gravity
SGm =
V = mixture velocity in reboiler exit nozzle
SGm = average specific gravity of mixture (slippage of liquid is not considered)
ASSUMPTIONS:
LM: minimum liquid level
L: distance from column bottom tangent to centerline of reboiler
H: distance from column bottom tangent to reboiler inlet piping
I: distance from column bottom tangent to reboiler return piping
SGL: specific gravity of the liquid phase
SGm: specific gravity of the 2-phase mixture
P: pressure at top of column
PC: pressure drop of the column
PfromCol: friction losses in piping exiting the column bottom
PToReb: friction losses in piping from the split to the reboiler
Pcont: contingency (typically 0 psi)
PInletNozz: friction losses in reboiler inlet nozzle
D: diameter of reboiler shell
PReb: pressure drop in reboiler shell
POutletNozz: friction losses in reboiler outlet nozzle
PfromReb: friction losses in piping from reboiler to column return nozzle
EQUATION FOR REBOILER CIRCUIT (starting and ending at top of column):
Simplify and solve for L:
where:
PFricLoss = PfromCol+PToReb+Pcont+PInletNozz+PReb+POutletNozz+PfromReb
| Nominal Pipe size, in | Nozzle Projection, in | Cl. 150 Flange Thick., in |
|---|---|---|
| 1 | 6 | 2.75 |
| 1.5 | 6 | 2.75 |
| 2 | 7 | 2.75 |
| 3 | 7 | 2.75 |
| 4 | 8 | 3 |
| 6 | 8 | 3.5 |
| 8 | 8 | 4 |
| 10 | 10 | 4 |
| 12 | 10 | 4.5 |
| 14 | 10 | 5 |
| 16 | 10 | 5 |
| 18 | 10 | 5.5 |
| 20 | 12 | 5.75 |
| 22 | 12 | 6 |
| 24 | 12 | 6 |
| 26 | 12 | 6 |
| 28 | 12 | 6 |
| 30 | 12 | 6 |
| 32 | 12 | 6 |
| 34 | 12 | 6 |
| 36 | 12 | 6 |
| 38 | 12 | 7.75 |
| 40 | 12 | 7.75 |
| 42 | 12 | 7.75 |
This section describes how to calculate the minimum reboiler elevation where a bubble point liquid is being pressured out of the hot side of a reboiler on flow control.
The static head on the orifice plate, represented as dimension "O", must be sufficient to exceed the pressure loss across the orifice plate to prevent flashing.
Typically, an orifice plate is calibrated for 50 inches of water. If the orifice plate was in condensing hydrocarbon service, the static head requirement would become 50 inches/SG of flowing liquid. This assumes no subcooling, no pressure recovery, and maximum flow rate and is conservative. The ΔP/100 ft should not exceed 0.15 psi and the total frictional pressure drop in the line to the orifice plate should not exceed 0.1 psi.
Inflection Point Engineering specifies the dimension "O" on the P&ID as 5 ft (1500 mm) for condensing services with a SG greater than 0.85. For specific gravity values less than 0.85, the dimension “O” must be increased to provide a minimum 1.8 psi of static head.
The Vertical Thermosiphon Reboiler Hydraulics Calculations are performed by Tool . (Note – This method does not apply to High Flux vertical thermosiphons due to differences in standard tube sizes and the tubeside pressure drop of the High Flux boiling surface. Inflection Point Engineering Tonawanda has special tools to evaluate hydraulics for vertical High Flux reboilers)
a. Static Head Driving Force
Note: All diameters and dimensions are in inches
BTh - Height of Blind Tray (from Computer Program P254.6 Vessel Design)
Df - Diameter of fractionator
Di - Diameter of reboiler inlet nozzle
Do - Diameter of reboiler outlet nozzle
L - Height of liquid level in drawoff well to reboiler tube inlet or Static Head Driving Force (for recirculating and preferential types only)
- Static Head Driving Force (for Absolute Once-Through type)
Tl - Tube Length (from Heat Exchanger Specialist)
Wh - Height of drawoff well (calculated)
L = Do + Tl – (0.5 Do + 24 + 0.05 Df + 9)
L = 0.5 Do + Tl – 0.05 Df –33
Wh = BTh – 0.5Di - 5
= Tl + (0.5Do + 24) – 0.5 Wh
Appendix B Vertical Thermosiphon Reboiler Hydraulics
Calculation Method (continued)
b. Column Exit Loss
Pipe I.D. = feet
V1 = liquid velocity in column exit pipe, ft/s
SG1 = liquid specific gravity in column exit pipe
CSA1 = 0.785(pipe ID)2 = ______ ft2
= ______ psi
c. Column Entrance Loss
V2 = velocity of mixture in column entrance pipe, ft/s
SGm= average specific gravity of mixture
CSA2 = 0.785 (pipe ID)2 = ______ ft2
= ______ psi
d. Friction Loss to Reboiler
= ______ psi
Notes:
This equation assumes constant line diameter from column to reboiler with a single reboiler inlet nozzle.
Appendix B Vertical Thermosiphon Reboiler Hydraulics
Calculation Method
(continued)
e. Friction Loss to Column
= ______ psi
Notes:
This equation assumes constant line diameter from reboiler to column with a single reboiler outlet nozzle.
f. Design Margin (Sum of piping friction loss)
Normally d + e
No design margin for absolute once-through type reboilers (f = 0) = ______ psi
g. Total Pressure Piping Loss
b + c + d + e + f = R (Excluding reboiler) = ______ psi
h. Static Head Driving Force
Note: Use L or from part a. in inches, as appropriate.
= ______ psi
i. Pressure Drop Available for Reboiler
Sh – R = ( ) - ( ) = ______ psi
Appendix B Vertical Thermosiphon Reboiler Hydraulics
Calculation Method
(continued)
j. Total Reboiler Pressure Loss
V3 = velocity of liquid in reboiler entrance pipe, ft/s
CSA3= entrance nozzle cross section area, ft2
= ______ psi
V4= velocity of mixture in reboiler exit pipe, ft/s
CSA4= exit nozzle cross section area, ft2
= ______ psi
(Exit Loss should be less than 0.5 psi)
Tube Loss:
| Tube Length, ft | Tube Loss, psi (frictional, momentum, and static head losses only; does not include entrance and exit losses) |
|---|---|
| 12 | 2 |
| 16 | 3 |
| 20 | 4 |
= ______ psi
Total Reboiler Loss = ______ psi
Verify that the pressure drop available for reboiler (i) is greater or equal to the estimated total reboiler pressure loss (j).
© 2026 Inflection Point Engineering, LLC. All rights reserved. The content of this page — including calculation methods, reference data, written analysis, interactive tools, and source code — is the intellectual property of Inflection Point Engineering, LLC and is protected under applicable copyright, trademark, and trade secret laws. Unauthorized reproduction, redistribution, modification, or derivative use in whole or in part is prohibited without prior written consent.
Disclaimer. This material is provided for informational and educational purposes only and does not constitute professional engineering advice. Calculations, reference data, and methodologies are based on published standards and accepted engineering practice but are not a substitute for engineering judgment, site-specific analysis, or review by a licensed Professional Engineer. Inflection Point Engineering, LLC makes no warranties, express or implied, regarding the accuracy, completeness, or fitness for a particular purpose of any content presented here, and shall not be liable for any direct, indirect, incidental, or consequential damages arising from its use. Users assume all risk associated with applying this content to real-world design, operations, or decisions.
© 2026 Inflection Point Engineering, LLC. All rights reserved.