Replacement for Bansbach A1A1-50-300-684–0XX 50-800N

$45.06

  

Replacement gas spring for the Bansbach A1A1-50-300-684--0XX 50-800 Newton. The eye has a thickness of 10mm and a hole diameter of 8.1mm. 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.680 Newton | 152.9 lbs.700 Newton | 157.4 lbs.720 Newton | 161.9 lbs.740 Newton | 166.4 lbs.750 Newton | 168.6 lbs.760 Newton | 170.9 lbs.780 Newton | 175.4 lbs.800 Newton | 179.8 lbs.Clear

Replacement for Bansbach A1A1-50-300-684--0XX 50-800N quantity

Add to basket

The diameter of the cylinder of this gas spring is 19 millimeters. The cross section of the rod is 8 mm. The stroke (the retracting part) has a length of 300 mm. The total length of this replacement gas spring is 683 mm. Note: this is the total length between the rotation points of the two mounting parts. The length from thread to thread (wihout mounting parts) is 645 mm. This gas spring (A1A1-50-300-684--0XX) has a force of 50-800 Newton. This is not an original gas spring from Bansbach, but a so called replacement gas spring. This is a HAHN gas spring. Nevertheless, this gas spring can be used as replacement gas spring, because the dimensions and forces are equal.