Formula & Precautions
Hoist Ring Formula & Precautions
Hoist Ring Formula
1. Hoist rings have a safety factor that is more than 5 times greater than that of Eyebolts.
Unless raised in perfectly vertical directions, eyebolts’ (which are widely used in the field today) rated load ability tends to decline sharply.
For example, let’s assume that we are going to use two eyebolts that each have a rated load ability of one (1) metric ton and each eyebolt is lifted at an angle of 45 degrees in relation to the center lifting chained device (see the figure). Each eyebolt will be able to withstand a load of only 250 kilograms (Kg). This means the load ability of eyebolt decreases by 75% at an angle of 45 degrees.
However, when using a hoist ring and the inclination angle of 45 is applied, the tensile strength of the hoist ring, which is one (1) metric ton, is reduced to only about 30% of its original tensile strength. Meaning, the hoist ring will have a tensile strength of about 700 kilograms per ton at 45 degrees. This means that hoist ring has a tensile strength that is 2.8 times higher than eyebolt at the same inclination angle of 45 degrees.
2. By using hoist rings, you only need smaller sized (diameter) screws that are needed to be machined on the object to be lifted. It can be reduced by 50% when eyebolts are used.
As described above, it has been confirmed that the rated load ability of the hoist ring is, at the very least, 2 to 3 times stronger than eyebolts in regards to tilted angle lifting. Due to the sheer difference in lifting ability, the size of the screws and threaded taps on various objects will have major differences when compared.
The threaded tap on an object should be matched with the threaded shank of the hoist ring (male thread), which is machined into an object necessary for fastening objects to be lifted. For example, if the weight of the product to be lifted is about 5 tons (5,000 KG) and two eyebolts or two hoist rings are used, the calculation of how the size of the screw tab should change when trying to lift objects at 45 degrees is as follows.
The following is a formula to figure out size and number of hoist rings to lift load(s). The load on each hoist ring is not just the total weight divided by the number of hoist rings. The load can be greater at lower angles.
W = 5,000 Kg
Formula: L = W/ N Sin E
L1 = Load on each Hoist Ring | W = Weight of load
N = Number of Hoist Rings | E = Lifting angle
If E=60º L = (5,000 / 2 x Sin 45º) = (5,000 / 2 x 0.70711) = (5,000 / 1.414) = 3,536.07 Kg
L1 = 3,536.07 Kg
According to calculations, each installed hoist ring on the object has a load of 3,536 Kg. Therefore, when hoist rings are selected as lifting devices, the diameter of the screw of the hoist ring should be approximately M24 (screw diameter is 24 millimeters).
On the other hand, if you use eyebolts at an angle of 45 degree lifting,
L2 = Load on each Eye bolt
L2 = W x 1.75 = 5,000 Kg X 1.75
= 8,750 Kg
According to calculations, each installed eyebolt on the object has a load of about 8,750 Kg(L2). Therefore, when eyebolts are selected as lifting devices, the diameter of the screw of the eyebolt should be approximately M36 (screw diameter is 36 millimeters).
In other words, if you choose eyebolts as lifting devices, it concludes that you need to machine screw tab on the object 50% larger than when you choose hoist rings as your lifting devices. This also means you need to use eyebolts with much larger screw diameter unnecessarily.
Hoist Ring Safety precautions
· Never exceed Rated load. The safety factor is required in case of misuse such as overload or uneven loads.
· Never install hoist rings on uneven planes.
· Never apply shock load. Apply force gradually.
· Never use a hook or lifting device larger than the diameter of ring.
· Never allow space or gap between the mounting plane of the load being lifted and the bottom plane of hoist rings.
· Never use spacers between hoist rings and load.
· Check hoist rings installed from time to time and tighten the bolt to the proper torque.
· After installation, check the hoist rings whether they swivel and pivot freely in all directions.