You can buy a gripper for horizontal movement of the sheet in our stores in Chisinau, Bălți or order delivery anywhere in UkraineClamps for horizontal movement of the sheet are ideal for cases when, when moving metal sheet in a horizontal position, it is necessary to keep the surface of the sheet in its original, undamaged state. The horizontal clamp for the sheet is hung on slings, which, in turn, can be fixed on the traverse.
This type of clamp is best used with a traverse, but if this equipment is not available, it can also be used with slings. When ordering, be sure to consult with our specialist on the correct selection of slings and the possibility of using these clamps together with a slings in your specific case.
Note!
Standard clamps have a minimum load limit of 10% of the maximum lifting capacity marked on the clamp body. In simple words - it will not be possible to lift a sheet of metal weighing less than 200 kg with grippers with a working load of 2 tons. The gripper tongue will not be able to securely fix the sheet and in this case the sheet will bend, spring and jump out of the clamp.
You can find all slings, traverses and clamps on our website or by calling.
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)
Designation
|
WLL pair of grippers, t
|
Open width S, мм
|
H, мм
|
L, мм
|
B, мм
|
D, мм
|
Weight, kg
|
Clamp for horizontal movement of the sheet
|
0,25
|
0-20
|
150
|
125
|
55
|
20
|
3
|
0,5
|
65
|
1
|
0-25
|
170
|
140
|
70
|
25
|
4
|
2
|
0-40
|
280
|
220
|
90
|
30
|
6
|
3
|
0-45
|
300
|
230
|
95
|
9
|
4
|
0-50
|
320
|
250
|
120
|
36
|
14
|
5
|
330
|
18
|
6
|
0-60
|
340
|
265
|
140
|
40
|
24
|
8
|
370
|
150
|
31
|
You can buy a clamps for horizontal movement of the sheet in our stores in Chisinau, Bălți or order delivery anywhere in Ukraine