Estimate equation bending thickness from an edge-condition factor, effective loaded diameter, design pressure, ligament efficiency and allowable stress.
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How to Use the Tube Sheet Thickness Calculator
This tool evaluates a traditional tubesheet bending relation. It does not perform a complete pressure-equipment design or an ASME/TEMA compliance check. A qualified engineer must determine the applicable method and inputs and check other loads, shear, rim/flange behavior, tube joints, minimum thickness and allowances. The result may be displayed in mm or inches.
Equation
T = effective equation bending thickness; F = method-specific edge-condition factor; G = configuration-dependent effective loaded diameter (not universally gasket diameter); P = applicable design pressure; n = ligament efficiency as a fraction; S = allowable stress at design metal temperature. Pressure and stress must use compatible units.
Inputs at a Glance
| Symbol | Meaning | Format / Units |
|---|---|---|
| F | Edge-condition factor | Unitless |
| G | Effective loaded diameter | mm or in |
| P | Design pressure | bar or psi |
| n | Ligament efficiency | Select percent or fraction; 75% = 0.75 fraction |
| S | Allowable stress at design temperature | MPa or ksi |
| T | Calculated thickness | Shown in mm |
Calculation Steps
- Enter the correction factor F.
- Enter the configuration-specific effective loaded diameter G.
- Enter the design pressure P.
- Enter ligament efficiency n with its selected unit: 75% or 0.75 fraction. The calculator converts it to a fraction.
- Enter allowable stress S and calculate T.
Example
| Input | Value |
|---|---|
| F | 1.0 |
| G | 400 mm |
| P | 25 bar = 2.5 MPa |
| n | 0.75 |
| S | 150 MPa |
Quick Checks
- Keep pressure and stress in compatible units.
- If ligament efficiency is entered as a percent, convert it to decimal form in the equation.
- From the equation, larger F, larger G, or larger P increase thickness.
- From the equation, larger n or larger S reduce the required thickness.
