During the spring of 2018, Northern Strands Wire Rope Division provided the wire rope for the Cloudraker Skybridge at Whistler Peak. Ranging 130 m from Whistler Peak to the West Ridge, the Cloudraker Skybridge crosses above the Whistler Bowl.
Northern Strands supplied the galvanized rope with a breaking strength that exceeds 500,000 lbs that was used for the bridge.
Northern Strands Wire Rope & Cables division is capable of supplying a variety of ropes that can be customized to any project.
Contact
Les Nimmo - Mining Rope - Technical Sales
Phone: 306-242-7073
Northern Strands is one of the top lifting lug and d-plate suppliers in Saskatoon and Saskatchewan. Locally owned and operated since 1970, Northern Strands has continuously provided a wide variety of industries with the best prices on industrial equipment and supplies.
Lifting lugs have been available from Northern Strands for many years and have been used by local farmers, construction companies, and underground mines across Canada. Lifting lugs are an essential component for for rigging and are a popular product in Northern Strands Industrial Supplies Warehouse. Lifting lugs are designed to be welded to compatible steel materials in order to lift them into place safely and securely.
- Fabricated from A36 Steel.
- Available in 1/2, 2, 5, and 10 ton maximum rated capacities.
- Color coded and stamped with rated capacity to provide quick identification.
- Meets OSHA requirements (minimum five to one safety factor).
The load ranges for the individual lifting lugs are as follows:
2 Ton 5 Ton 10 Ton
Northern Strands also offers a variety of specialty equipment including D-plates, maneuvering glands, reeving sockets, safety blocks, and much more. D-plates are offered in various sizes including 2, 4, 5, and 12 Tons. All D-plates are proof loaded to 150%. Northern Strands' D-plates are engineered stamped and can be re-certified.
If you have any questions and would like more information on Northern Strands D-plates and Lifting Lugs, or have inquiries about any of Northern Strands' rigging products, please contact us!
Hours of Operation: 7:30am to 5:00pm Mon - Fri
3235 Millar Avenue
Saskatoon, SK S7K 5Y3
Northern Strand was honored to accept the Agriculture Equipment Innovation Award at Agri-Trade 2018 for our cutting edge Bin Safe System. The Agriculture Innovation Award is given to a company that celebrates new ideas, helps farmers meet new requirements, or provides a product to help meet new and changing needs in the agricultural sector. The judges for the Innovation Award are farmers; those who actually use agricultural products on their farm or ranch. The $1,500 price given to Northern Strands was donated to the Northern Strands Group of Companies' charity of choice, the Children's Wish Foundation of Saskatchewan.
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The Bin Safe System is a farm safety equipment product that was developed to allow farmers to climb and easily access a grain bin for repairs or inspections. The system is an extremely cost effective alternative to grain bin walk ways, grain bin cages, and grain elevators. The implementation of new regulations in Alberta Farm Safety requires fall protection on various farms. Thus, the Bin Safe System helps farmers meet new legislative requirements and also provides the agricultural industry with a product to help meet new and changing needs on farms.
Up next for Northern Strands is the 2019 Crop Production Show hosted in Saskatoon Saskatchewan January 15 - 17, 2019 in booths C55-56. We will also be attending the Manitoba Ag Days Trade Show in the Inventor Area in Barn 4 Booth 1819 from January 22, 23, and 24th in Brandon Manitoba!
The Alberta Provincial Government announced October 15, 2018 that a Farm Health and Safety Producer Grant Program has been developed to assist farmers with the costs of implementing the new Alberta OH&S Farming Legislation.
Here is everything you need to know about the new Alberta Farm Health and Safety Producer Grant Program
Grant Details:
- The Farm Health and Safety Producer Grant offers financial assistance to eligible farmers that have waged, non-family workers and a WCB account
- Applicants can now apply for the grant that will pay up to 50% of the cost of eligible expenses up to $5,000 per year or $10,000 over the life of the program per applicant
- The program helps farmers comply with the OH&S code that will take effect on December 1, 2018.
- The grant is available October 15, 2018 and runs until March 2021
Expenses that are eligible for 50% coverage include:Tuition, Course Fees, and Materials
| First Aid Training, Fall Protection Training, Confined Spaces Training, WHIMIS Training, Forklift Training, Heavy Equipment Training, Health and Safety Basics Training, Joint Work Site Health and Safety Committee, Health and Safety Representatives, Workplace Harassment and Violence Occupational Health and Safety Certificate Courses |
Fall Protection Equipment | Harnesses, Lanyards, Shock Absorber, Positioning Device, Connecting Components that Satisfy the Requirements in OH&S Code |
Respirators | Disposable Respiratory Protective Equipment, Half Mask Respirator, Full Face Respirator, Filters, Cartridges |
Eye Safety | Emergency Eye Wash Equipment, Emergency Baths or Showers |
Fire Protection | Fire Extinguishers, Bonding and Grounding Equipment |
First Aid | First Aid Kits |
Welding Safety | Flashback Arrestor, Backflow Prevention Devices, Welding Helmet, Goggles or Screens |
Guarding for Existing Equipment | PTO Guards, Powered Saw Guards, Angle Grinder Guards, Auger Guards, Guards for Rotating Parts on Machinery, Rollover Protection Systems, Falling Object Protection Systems, Seat Belt Installation, Warning Lights |
Noise Exposure | Hearing Protection Ear Plugs, Hearing Protection Ear Muffs |
Eye Protection | Safety Glasses, Safety Goggles, Face Shield |
Personal Protective Clothing | Fire Resistant Clothing & Coveralls, Chemical & Biological Resistant Coveralls or Apron, Safety Boots, High Viability Vests |
Warning Signage | Not Limited to: Confined Space Entry, Overhead Power Lines, Do Not Enter, Chemical Storage Area, No Smoking, First Aid Kit & Fire Extinguisher, Hearing & Eye Protection Required |
Northern Strands' Bin Protection System is eligible for 50% off using this grant. Northern Strands also offers various safety training courses that are covered by the Alberta Farm Health and Safety Producer Grant.
Northern Strands Bin Safe System Information: https://www.northernstrands.com/grain-bin-fall-protection.aspx
Northern Strands Training Division: https://www.northernstrands.com/training.aspx
Grant FAQ: https://www1.agric.gov.ab.ca/general/progserv.nsf/all/pgmsrv482/$file/FarmSafetyFrequentlyAskedQuestions.pdf?OpenElement
Grant Application Form: https://www1.agric.gov.ab.ca/general/progserv.nsf/all/pgmsrv482/$file/FarmSafetyApplicationForm-Fillable.pdf?OpenElement
Grant Funding List: https://www1.agric.gov.ab.ca/general/progserv.nsf/all/pgmsrv482/$file/FarmSafetyFundingList.pdf?OpenElement
Grant Terms & Conditions: https://www1.agric.gov.ab.ca/general/progserv.nsf/all/pgmsrv482/$file/FarmSafetyTermsandConditions.pdf?OpenElement
Call, Text, or Email our Bin Safety Fall Protection Representative
Martin Toews
Email: farmsafety@northernstrands.com
Cell Phone: 306-441-6845
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Northern Strands, safety is one of our top priorities. Therefore, knowing how to properly clip wire rope using Crosby clips is very important in order to practice safe rigging. Keep in mind that the wire rope clip must be the correct size for the diameter of the rope that is being used and that there is a specific number of clips that are required according to rope size.
A quick rule of thumb for proper clip installation is, "Never Saddle a Dead Horse". This refers to the live end of the wire rope that rests in the saddle of the forged wire clip and the U-bolt that is placed on the dead end of the wire rope.
Here is the proper way to install Rope Clips as illustrated by the Crosby Group's 2015 General Catalog:
1. Turn back specified amount
of rope from thimble or loop. Apply first clip one base width from
dead end of rope. Apply U-Bolt over dead end of wire rope – live
end rests in saddle (Never saddle a dead horse!). Use torque
wrench to tighten nuts evenly, alternate from one nut to the other
until reaching the recommended torque.
![](data:image/png;base64,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)
2. When two clips are
required, apply the second
clip as near the loop or
thimble as possible. Use torque wrench to tighten nuts evenly,
alternating until reaching the recommended torque. When more
than two clips are required, apply the second clip as near the loop
or thimble as possible, turn nuts on second clip firmly, but do not
tighten.
![](data:image/png;base64,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)
3. When three or more clips are required, space additional clips
equally between first two
– take up rope slack – use
torque wrench to tighten nuts on each clip evenly, alternating from one nut to the other until
reaching recommended torque.
![](data:image/png;base64,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)
4. If a pulley (sheave) is
used in place of a thimble,
add one additional
Fist Grip. Fist Grip
spacing should be
as shown.
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)
For more information on wire rope and wire rope clip installation, please contact us!
Northern Strands
306-242-7073
Email: info@northernstrands.com
Source: https://www.thecrosbygroup.com/catalog/