Replacement for Suspa Liftline 16-2 016 24023B 50-675N

$49.51

  

Out of Stock until approximately 12/3/2024

Replacement gas spring for the Suspa Liftline 16-2 016 24023B 50-675 Newton. This fits a (possibly already present) ball with a diameter of 10mm. A corresponding ball is included. Brand: HAHN, a Stabilus company.

View this gas spring in our configurator.

Force

Choose an option50 Newton | 11.2 lbs.60 Newton | 13.5 lbs.80 Newton | 18.0 lbs.100 Newton | 22.5 lbs.120 Newton | 27.0 lbs.140 Newton | 31.5 lbs.150 Newton | 33.7 lbs.160 Newton | 36.0 lbs.180 Newton | 40.5 lbs.200 Newton | 45.0 lbs.220 Newton | 49.5 lbs.240 Newton | 54.0 lbs.250 Newton | 56.2 lbs.260 Newton | 58.5 lbs.280 Newton | 62.9 lbs.300 Newton | 67.4 lbs.320 Newton | 71.9 lbs.340 Newton | 76.4 lbs.350 Newton | 78.7 lbs.360 Newton | 80.9 lbs.380 Newton | 85.4 lbs.400 Newton | 89.9 lbs.420 Newton | 94.4 lbs.440 Newton | 98.9 lbs.450 Newton | 101.2 lbs.460 Newton | 103.4 lbs.480 Newton | 107.9 lbs.500 Newton | 112.4 lbs.520 Newton | 116.9 lbs.540 Newton | 121.4 lbs.550 Newton | 123.6 lbs.560 Newton | 125.9 lbs.580 Newton | 130.4 lbs.600 Newton | 134.9 lbs.620 Newton | 139.4 lbs.640 Newton | 143.9 lbs.650 Newton | 146.1 lbs.660 Newton | 148.4 lbs.675 Newton | 151.7 lbs.Clear

Replacement for Suspa Liftline 16-2 016 24023B 50-675N quantity

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The diameter of the cylinder of this gas spring is 19 mm. The rod has a diameter of 8 mm. The rod (the chrome part) is 250 mm long. The total length of this replacement is exactly 585 mm. Keep in mind that this is the length between the centers of the mounting parts. Without the mounting parts this gas spring is 545 mm long (thread to thread). This replacement gas spring (16-2 016 24023B) has a force of 50-675 Newton (N). This is not an official Suspa Liftline gas spring, but a so called replacement. HAHN Gasfedern, a Stabilus subsidiary, is responsible for the production of this replacement gas spring. The gas spring has the brand HAHN. The gas spring can be used without problems as a replacement, because the dimensions and force equal.