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How To Choose a Right Hose Restraint Sling from Polyester Round Slings

Pubdate: Apr 22,2025    Preview: 2,393

How To Choose a Right Hose Restraint Sling from Polyester Round Slings

Wristrong polyester round slings used in oil field
In the event of a pressurised hose or hose fitting failure, the escaping gas or liquid and subsequent hose whip effect has the potential to cause severe injury to personnel and damage to equipment. Incidents involving pressurised hose-end fittings becoming detached, and then whipping out of control due to missing or unsuitable hose restraint system.(whip checks)
There are various different types of hose restraint systems, like wire & spring, choke, wire & eyelet clamps, and soft webbing sling and round slings, etc. While the round slings as hose halter are mostly used for high pressure heavy duty flowline restraint.
However, the main problem to transfer a soft webbing sling or round slings to a host restraint sling is that they have a different safe working load limit. Most of people don't know how calculate the M.B.L of normal webbing sling and round slings to certain hose diameter and pressure. Wristrong technician team has learned a lot of related data and found out the Guidance on the Use of Whip Checks (Hose Restraints) from The International Marine Contractors Association (IMCA) should be workable. Below are the content from this guide.
WRISTRONG-ROUND-SLING-WLL-3TONNE-USED-AS-HOSE-RESTRAINT-SLING  

Selection Guide for Suitable host restraint (Whip Checks)

The following tables can be used to help select suitable whip checks.

Metric Table for Selection of Suitable Holdback MBL

Below is a table showing the resultant MBL in kg for some of the more common metric hose bores and pressures.
some of the more common metric hose bores and pressures equal to MBL in KG

Imperial (US) Table for Selection of Suitable Holdback MBL

Below is a table showing the resultant MBL in lb for some of the more common imperial hose bores and pressures.
some of the more common imperial hose bores and pressures equal to MBL in LB

Formulas

The following formulas may be used for calculating MBL whip check requirements for hose bores, In order to fit a correctly rated whip check, the thrust force generated by the liquid or gas ejecting from the relevant hose needs to be found and converted into a mass. This value of mass can then be used as the minimum Safe Working Load (SWL) required for the whip check. However, some whip checks or restraints are not supplied with an SWL, they are only supplied with a Minimum Breaking Load (MBL). In that case the MBL required for the whip check can be calculated by multiplying the SWL by a Safety Factor.
MBL is calculated by using the three-step equations below, with examples of both metric and imperial calculations:

Metric Units.

Thrust Force = Hose Pressure (bar) x Hose Cross Sectional Area (mm2) x 0.1
Whip Check SWL = Thrust Force / 9.81 (Acceleration due to gravity)
Whip Check MBL = Whip Check SWL x Factor of Safety

Where:

􀁩 Thrust Force: The force generated from pressurised fluid or gas ejecting from a damaged hose, in Newtons.
􀁩 Hose Pressure: The internal gauge pressure of the specified hose, in bar.
􀁩 Hose Cross Sectional Area 􀂲 The cross-sectional area of the nominal bore of the specified hose, in mm2. Calculated by using: 𝜋 × r2 (see note*)
􀁩 Whip Check SWL: The minimum Safe Working Load (SWL) that is required for the whip check for a specified hose, in kg.
􀁩 Gravitational Acceleration: 9.81 m/s2.
􀁩 Whip Check MBL: The Minimum Breaking Load (MBL) that is required for the whip check for a specified hose, in kg.
􀁩 Factor of Safety: A Safety Factor of 5 should be used, aligned with rigging and lifting protocol. This safety factor also covers any increased test pressure requirements of hoses needing to be restrained whilst under test.

Notes.

* The number 𝜋(pi) is a mathematical constant. It is defined as the ratio of a circle􀂷s circumference to its diameter. It is calculated as 3.142 (to three decimal places) An example calculation is shown below to determine the minimum breaking load (MBL) required for a whip check fitted to a 6.35 mm hose.  

Metric Units Example Calculation. For a 6.35 mm nominal bore certified gas hose pressurised to 200 bar:

Thrust Force = Hose Pressure × Hose Cross Sectional Area
Hose Cross Sectional Area = (𝜋 x r2) = 31.67 mm2
Thrust Force = 200 bar × 31.67 mm2 x 0.1= 633.4 N
Whip Check SWL = Thrust Force / 9.81 = 633.4 / 9.81 = 64.57 kg
Whip Check MBL = SWL × Factor of Safety = 64.57 × 5 = 322.83 kg
Therefore, the whip check required to restrain the hose in this example must have a minimum SWL of 65 kg, or an MBL of 323 kg.
All restraint accessories (hooks, shackles, carabiners) must also meet this SWL/MBL.
 

Imperial Units.

MBL is calculated by using the three-step equation below.
Thrust Force = Hose Pressure x Hose Cross Sectional Area
Whip Check SWL = Thrust Force (see *Note on units below)
Whip Check MBL = Whip Check SWL x Safety Factor
 

Where:

􀁩 Thrust Force: The force generated from high pressure fluid or gas ejecting from a damaged hose, in lbf.
􀁩 Hose Pressure: The internal gauge pressure of the specified hose, in psi.
􀁩 Hose Cross Sectional Area 􀂲 The cross-sectional area of the nominal bore of the specified hose, in in2. Calculated by using: 𝜋 × r2 (see note**)
􀁩 Whip Check SWL: The minimum Safe Working Load (SWL) that is required for the whip check for a specified hose, in lb.
􀁩 Whip Check MBL: The Minimum Breaking Load (MBL) that is required for the whip check for a specified hose, in lb.
􀁩 Factor of Safety: A Safety Factor of 5 should be used, aligned with rigging and lifting protocol. This safety factor also covers any increased test pressure requirements of hoses which will also need to be restrained whilst under test.

Notes on units –

*The imperial unit of Thrust Force should be defined in Slugs. The slug is a unit of mass associated with British Imperial or United States customary units. It is a mass that accelerates by 1 ft/s2 when a force of one pound is exerted on it. (1 Slug has a mass of 32.174 lb). Therefore, in the second equation, the operation to convert the force into slugs cancels out the gravitational acceleration of 32.174 ft/s2, meaning the SWL equals the Thrust Force.
** The number 𝜋(pi) is a mathematical constant. It is defined as the ratio of a circle􀂷s circumference to its diameter. It is approximately calculated as 22/7 (or 3.142 to three decimal places)
An example calculation using imperial units is shown below to determine the MBL required for a 􀁚hip check fitted to a 􀃵􀂵 hose.
 

Imperial Units Example Calculation. For a 1/4􀂵 nominal bore certified gas hose pressurised to 2900 psi:

Thrust Force = Hose Pressure × Hose Cross Sectional Area
Hose Cross Sectional Area = (𝜋 x r2) = 0.049 in2
Thrust Force = 2900 psi × 0.049 in2 = 142.1 lbf
Whip Check SWL = Thrust Force = 142.1 lb
Whip Check MBL = Whip Check SWL × Factor of Safety = 142.1lbf × 5 = 710.5 lb
Therefore, the whip check required to restrain the hose in this example must have a minimum SWL of 143 lb, or an MBL of 711 lb. PS: The safety factor in United States is 5:1, it will be 7:1 in Europe for the round slings. The flat webbing slings also could be used as hose restraint sling, the safety factors are same as that in United States and Europe, but be cautious that it will require 8:1 safety factor in Australia and New Zealand.
All restraint accessories (hooks, shackles, carabiners) must also meet this SWL/MBL. All the types of the Round Slings above mentioned, contact our Sale Team if you are interested in.