1.pipe_and_tube_sizing

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Oct 30, 2023

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Pipe and Tube Sizing Butch G. Bataller Lecture on ChE 192
Diameter Calculations Typical Diameter based on Typical Velocity (Kent, 1980) For Liquids,
Diameter Calculations Typical Diameter based on Typical Velocity (Kent, 1980) For Gases,
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Diameter Calculations Minimum Diameter based on Maximum Velocity For Clean Liquids,
Diameter Calculations Minimum Diameter based on Maximum Velocity For Clean Gases,
Diameter Calculations Minimum Diameter based on Maximum Velocity For Erosive/Corrosive Liquids,
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Diameter Calculations Minimum Diameter based on Maximum Velocity For Erosive/Corrosive Gases,
Diameter Calculations Optimum Economic Diameter (considering piping, pumping and maintenance costs) For Turbulent Flow and D i ≥ 0.0254 m ,
Diameter Calculations Optimum Economic Diameter (considering piping, pumping and maintenance costs) For Turbulent Flow and D i < 0.0254 m ,
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Diameter Calculations Optimum Economic Diameter (considering piping, pumping and maintenance costs) For Viscous Flow and D i ≥ 0.0254 m ,
Diameter Calculations Optimum Economic Diameter (considering piping, pumping and maintenance costs) For Viscous Flow and D i < 0.0254 m ,
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Diameter Calculations Optimum Economic Diameter (Peters and Timmerhaus, 2004) For Turbulent Flow and D i ≥ 0.0254 m , 025 . 0 13 . 0 45 . 0 32 . 0 025 . 0 45 . 0 , 363 . 0 363 . 0 f c v opt i q m D D = opt pipe diameter (m), qf = vol. flowrate (m3/s), ρ = density (kg/m3), μ = viscsity (Pa-s)
Diameter Calculations Optimum Economic Diameter (Peters and Timmerhaus, 2004) For Turbulent Flow and D i < 0.0254 m , 027 . 0 14 . 0 49 . 0 , 49 . 0 f opt i q D D = opt pipe diameter (m), qf = vol. flowrate (m3/s), ρ = density (kg/m3), μ = viscsity (Pa-s)
Diameter Calculations Optimum Economic Diameter (Peters and Timmerhaus, 2004) For Viscous Flow and D i ≥ 0.0254 m , 18 . 0 36 . 0 , 133 . 0 f opt i q D D = opt pipe diameter (m), qf = vol. flowrate (m3/s), ρ = density (kg/m3), μ = viscsity (Pa-s)
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Diameter Calculations Optimum Economic Diameter (Peters and Timmerhaus, 2004) For Viscous Flow and D i < 0.0254 m , 20 . 0 40 . 0 , 133 . 0 f opt i q D D = opt pipe diameter (m), qf = vol. flowrate (m3/s), ρ = density (kg/m3), μ = viscsity (Pa-s)
Diameter Calculations Based on Suggested Velocity • 3-5 ft/s (liquids) and 50-100 ft/s (gases) Backhurst and Harker, 1973 • 5.9-7.9 ft/s (liquids) and 30-131 (gases) economic optimum velocity , Perry • 5-10 ft/s (liquids) Baasel, 1974
Diameter Calculations Typical Velocities in Steel Pipelines
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Diameter Calculations Typical Velocities in Gas and Vapor lines
Diameter Calculations Typical Velocities in Equipment lines
Diameter Calculations Economic Velocities for Steel Pipe Sizing
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Diameter Calculations Economic Velocities for Steel Pipe Sizing
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Sample Problems 1. Pipe is to be specified for a water volumetric flowrate of 200 L/min and working temperature of 30ºC. Compute for the typical pipe diameter. 2. Pipe is to be specified for a water flowrate of 1500 L/min at 30ºC. Estimate for the minimum diameter required based on maximum fluid velocity
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Sample Problems 3. Sulfuric acid with a volume flowrate of 50 L/min and temperature 30ºC is supplied through a pipeline. Calculate the pipe minimum diameter required. 4. Compute for the minimum pipe diameter requirement for the liquid flowing at of 550 L/min based on the reasonable velocity presented by Backhurst and Harker (1973).
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Sample Problems 5. Methanol with a flowrate of 75 L/min is pumped from a storage tank. Estimate the minimum pipeline diameter (Sch 40) at the pump suction connecting the storage tank. 6. Carbon dioxide is flowing at a rate of 150 L/min inside a pipe. The temperature of the gas is 32 deg. C and the pipeline pressure is 150 psi. Calculate the minimum diameter of the pipe if the CO 2 compressibility factor is 0.82 and the piping cost is 25 $/in/ft.
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