Glossary

Support reaction

Support reactions arise at supports, anchors and connections as the response to the loading and deformation of the piping system.

Also
Reaction force · Support load · Restraint load
Also known as
  • Reaction force
  • Support load
  • Restraint load
01

The force the support has to provide

Every support that prevents a movement of the piping has to provide a force to do so. This force is the support reaction. At an anchor there are moments as well; at an equipment nozzle the same quantity is called the nozzle load.

A piping system with several supports is statically indeterminate. The distribution of loads therefore follows not from equilibrium alone but from the stiffness of the whole system. Moving or removing a support, or changing its type, alters the reactions at all the others – including distant ones.

02

Who the values are for

Support reactions are not a by-product of the stress analysis but the interface to other disciplines.

  • The support designer sizes clamps, shoes, hangers and welded attachments with them.
  • Structural engineers derive the loads on pipe racks, platforms and foundations from them.
  • Equipment and machinery manufacturers compare them with the allowable loads of their nozzles.
  • The erection team uses them to set variable and constant spring hangers.
03

Evaluate load cases separately

A support does not carry the same load in every condition. In the cold condition, weight acts. In operation the line expands: some supports are loaded more heavily, others lift off and carry nothing. During the hydrostatic test a gas line is filled with water and many times heavier. Wind, earthquake and pressure surge cause short-term, mostly horizontal forces.

Design is based on the most unfavourable combination that can actually occur at the same time. For this purpose the reactions are listed per load case and direction – a single maximum value without the load case is of no use to the structural engineer.

04

Friction: the force that tends to be forgotten

When a line slides over a support during thermal expansion, a friction force arises: vertical load times coefficient of friction, opposing the direction of movement. For steel on steel a coefficient of around 0.3 is commonly used, for PTFE sliding pairs considerably lower values; the project specification governs.

The friction force acts horizontally on the steelwork. Along a long line the friction forces of all supports add up and load the next anchor – and with it the nozzles that lie beyond.

05

Sign and reference direction

The force of the pipe on the support and the force of the support on the pipe are equal and opposite. Which of the two a table contains has to be stated above it – as does the coordinate system. A reversed sign is the most frequent error at handover.

The term should not be confused with the reaction force of a discharging safety valve. That force results from the momentum of the escaping fluid and is an external load on the piping, not a result at a support.

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Overview

What each load case delivers in support reactions

Load case What it delivers What it is needed for
Weight, cold Vertical loads in the installed condition Basic design of supports, setting of spring hangers
Operation, hot Loads and displacements under thermal expansion, friction forces Anchors, guides, nozzle loads
Hydrostatic test Vertical loads with water fill Capacity of supports and steelwork, particularly for gas lines
Wind, earthquake, pressure surge Horizontal and short-term loads Lateral restraints, snubbers, connections to the steelwork
Frequently asked questions

Frequently asked questions about Support reaction

Why can support reactions not simply be estimated from the weight of the line?

For weight alone a rough estimate is possible. The forces from restrained thermal expansion, however, depend on the stiffness of the line and the position of all supports and can exceed the weight several times over. They result only from an analysis of the whole system.

In what form does the structural engineer receive the reactions?

As a support load list: for each support the forces and, where relevant, moments by direction, separated by load case or as maximum and minimum values, together with the displacements of the line at that point.

What happens if a support is relocated later?

The load distribution changes throughout the section. The stress analysis is rerun with the new position, and the loads of neighbouring supports and connections are issued again.

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