8mm 6x12 Galvanized Wire Rope | Buy 8mm 6x12 Galvanized Steel Cable

8mm 6x12 galvanized wire rope

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8mm 6x12 Galvanized Wire Rope (1m Length)

8mm 6x12 Galvanized Wire Rope (1m Length)

Arranged in a clever configuration that affords both strength and a decent dose of flexibility, our 8mm 6x12 galvanized wire rope can be produced in a diameter of 8mm and sold in whatever length you require, with fittings added for even more versatility for your  6x12 Galvanized Rope.

  • Product Code: 8mm 6x12 Galvanized Wire Rope
  • Availability: In Stock

Call 01384 78004 for price.

Product specs of 8mm 6x12 Galvanized Wire Rope

As with other types of galvanized rope, you can expect this 6x12 construction to avoid succumbing to corrosion caused by moist operating environments. It is a popular choice amongst many organisations. The lower breaking force of this rope makes it suitable for cargo restraint rather than heavy lifting. They are also useful for replacing very specific assemblies.

The working load limit of this 8mm rope will peak at 2,672kg if you opt for the 1960 rated steel. Cast your eyes down the page and you will find the technical data for other variants that will prove useful when making a selection.


Tensile Strength 1770 1960

Breaking Strength
Diameter KG/100M kN KG Kn KG
8 16.06 23.7 2,413 26.2 2,672

Our wider rope range

If wire rope is on your wish list but this specific product is not quite capable of fulfilling your needs, check out our full range. It includes non-rotating rope for safe lifting, plastic coated rope for added abrasion-resistance, compacted rope for increased strength and lots of other examples of our exceptional workmanship. Don’t forget to check out the rope fittings page too, here you will find many types of tools to further enhance your rope.

Ring RSD for wire rope advice

Our contact number is 01384 78004 and you can also email us with any query you have about galvanized rope. We can talk through some of the more technically tricky aspects of each product and point you in the direction of the perfect assembly.