Module 3 Process Piping Hydraulics Sizing And Pressure Rating Pdf Repack (2024)
Module 3: Process Piping — Hydraulics, Sizing, and Pressure Rating is a critical technical resource for engineers focused on the mechanical integrity and fluid dynamics of industrial piping systems. It bridge the gap between process requirements and physical pipe design, primarily utilizing ASME B31.3 as the governing code. Core Technical Pillars
A solid review of this module highlights three primary areas: Hydraulics and Fluid Flow:
Teaches pipe sizing using fundamental fluid flow equations (e.g., Darcy-Weisbach or Hazen-Williams) to manage pressure loss.
Focuses on overcoming frictional losses to ensure correct operating conditions and plant control.
Addresses complex phenomena such as water hammer, where abrupt valve closure converts dynamic energy into pressure waves. Pipe Sizing Optimization:
Explains the "uniform outside diameter" method where the inside diameter is varied (by changing schedule/thickness) to achieve required strength while maintaining fitting compatibility. Module 3: Process Piping — Hydraulics, Sizing, and
Considers sizing limitations like erosion-corrosion, noise, cavitation, and two-phase flow patterns. Pressure Rating & Wall Thickness:
Provides the exact formulas for calculating minimum wall thickness for straight pipe under internal pressure (ASME B31.3 Clause 304.1.2).
Defines the relationship between design pressure and design temperature, noting that material strength decreases as temperature increases.
Calculations must account for factors like quality factors ( ), weld joint strength reduction ( ), and temperature-based coefficients ( ). Key Industry Applications Process Piping Fundamentals, Codes and Standards
Module 3: Process Piping Hydraulics, Sizing, and Pressure Rating Carbon Steel: Typically 3mm (1/8 inch) is added
Properly sizing process piping is a cornerstone of industrial design, directly impacting plant safety, efficiency, and capital costs. This module covers the critical calculations and standards required to determine optimal pipe diameters and verify that selected materials can withstand operating pressures according to ASME B31.3. 1. Fundamental Hydraulics and Flow Equations
Understanding fluid behavior is the first step in sizing. The relationship between velocity, diameter, and flow rate is governed by the Continuity Equation. Hydraulics: Fluid Flow in Pipes | PDF - Scribd
Here’s a structured feature overview for a training or engineering resource titled “Module 3: Process Piping Hydraulics, Sizing, and Pressure Rating” (PDF format). This is written as if for a course catalog, LMS description, or engineering toolkit feature set.
4.3 Corrosion Allowance
Process fluids often corrode metal over time.
- Carbon Steel: Typically 3mm (1/8 inch) is added to the calculated thickness for corrosion.
- Stainless Steel/Duplex: Often 0mm corrosion allowance due to high resistance, unless specific chemicals (e.g., chlorides) are present.
2.2 Pressure Drop ($\Delta P$)
The driving force for fluid movement is the pressure differential. The total pressure drop in a piping system is the sum of: A. The Economic Velocity
- Friction Loss: Energy lost due to friction between the fluid and the pipe wall.
- Fitting Loss: Losses due to valves, elbows, tees, and reducers.
- Elevation Changes: Static head differences ($\rho g h$).
The Darcy-Weisbach Equation (The Industry Standard): This equation calculates head loss ($h_f$) due to friction in turbulent flow.
$$ h_f = \fracf L v^22 g D $$
Where:
- $f$ = Darcy friction factor (dimensionless).
- $L$ = Pipe length.
- $g$ = Gravitational constant.
Note: For $f$, the Moody Chart or Colebrook-White equation is used, accounting for pipe roughness ($\epsilon$).
3. Pressure rating and wall thickness
- Pressure rating depends on design pressure, temperature, material yield strength, corrosion allowance, and manufacturing tolerance.
- Use ASME B31.3/B31.1 formulas for required thickness (t) for cylindrical shells:
t = (P·D) / (2·S·E + P·Y) + corrosion allowance + mill tolerance, where:- P = design pressure, D = outside diameter, S = allowable stress, E = weld efficiency, Y = coefficient from code.
- Minimum girth weld efficiency and component ratings must be considered.
- For flange and fitting selection, use pressure-temperature rating tables (ASME B16.5, B16.47). Select the higher of component rating or system design pressure.
- Include allowance for external loads (thermal expansion, support spans) and local stress concentrations.
A. The Economic Velocity
- Small pipes result in high velocity $\rightarrow$ high pressure drop $\rightarrow$ high energy (pump) costs.
- Large pipes result in low velocity $\rightarrow$ low pressure drop $\rightarrow$ high material and installation capital costs.
- Goal: Find the diameter where the sum of Capital Expenditure (CAPEX) and Operating Expenditure (OPEX) is minimized.