The clamps for horizontal movement of the sheet are specially designed to provide additional stability of the sheet metal when it is moved in a horizontal position. Ideal for handling thick sheets. Thanks to the eccentric clamp, the gripper reliably holds the sheet under its own weight. In addition, this type of clamp has an elongated arrow-shaped lip, which facilitates the process of placing sheets in the working space of the clamp.
The clamp can be easily hung on slings or on a traverse. You can find all slings, traverses and grips on our website or by calling.
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)
Designation
|
WLL pair of clamps, t
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Open width S, мм
|
А, мм
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L, мм
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B, мм
|
D, мм
|
Weight, kg
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Clamp for horizontal movement of the sheet
|
0,25
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5-25
|
35
|
80
|
100
|
35
|
5
|
0,5
|
6
|
1
|
5-30
|
40
|
100
|
50
|
7
|
2
|
5-40
|
9
|
3
|
50
|
120
|
70
|
12
|
4
|
10-60
|
150
|
14
|
5
|
55
|
180
|
90
|
17
|
6
|
20-100
|
60
|
22
|
8
|
80
|
27
|
You can buy clamps for horizontal movement of the sheet