This lifting beam design is the simplest, but at the same time very functional. With the help of such a lifting traverse, a huge range of tasks can be solved, for example, lifting and moving sheet metal, rails, sandwich panels, long loads (pipes, beams, logs, etc.).
Thanks to the central lug, for which the traverse can be immediately suspended from the crane hook, this design is indispensable in workshops with limited height.
This type of traverse can be made in various variations at the request of the customer. For instance:
![with adjustable distance between fittings](data:image/png;base64,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)
![with different finite elements (hook, shackle, clamp, etc.)](../../img/cms/%D1%82%D1%80%D0%B0%D0%B2%D0%B5%D1%80%D1%81%D0%B02.png)
Also, the lifting traverse can be made collapsible. This will greatly facilitate transportation, storage and make it more versatile in operation. But there are also disadvantages - the weight will increase by 20-30%.
The company "" LLC offers for delivery lifting traverses manufactured in accordance with the requirements of DSTU EN 13155: 2018. All products are accompanied by a passport and a guarantee.
You can buy a linear traverse