Pneumatic drives
Cylinders with piston rod
![](data:image/jpeg;base64,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)
- Cylinder with piston rod: as a compact cylinder, short stroke cylinder, flat cylinder, round cylinder, miniature cylinder, cartridge cylinder or stainless steel cylinder
- Specified types in accordance with the ATEX directive are suitable for explosive atmospheres or are made of corrosion resistant stainless steel and therefore particularly easy to clean.
Rodless cylinders
![](data:image/png;base64,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)
- Compact linear drives with or without guide: mechanically coupled cylinders with optimised mounting options for simple mounting and magnetically coupled cylinders for use as a pressure-tight and zero-leakage system.
Semi-rotary drives
![](data:image/jpeg;base64,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)
- Compact semi-rotary drives with small fitting space and adjustable swivel angles, also modular as twin piston rotary drive
- Selected types are suitable for potentially explosive atmospheres, as per ATEX-guidelines.
Tandem cylinders, high-force cylinders and multi-position cylinders
![](data:image/jpeg;base64,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)
- More thrust than conventional cylinders by connecting in series 2, 3 or 4 cylinders with the same piston diameter and the same stroke.
- By connecting 2 to 5 cylinders in series with the same piston diameter and different stroke lengths, up to 6 positions can be approached. .
Drives with guides
- Drives with slide, rod guides or precision piston rod guide.
Stopper cylinder and feed separator
![](data:image/jpeg;base64,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)
- For stopping or separating when transporting workpiece carriers or pallets – smooth, quiet and safe stopping.
- Fast and simple set-up on transfer systems without compressed air.
Clamping cylinders
![](data:image/jpeg;base64,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)
- Compact cylinders without piston rod with membrane and a much shorter stroke than bellows cylinders.
- Clamping system with pneumatic drive
Diaphragm actuators and bellows cylinders
![](data:image/jpeg;base64,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)
- Rodless diaphragm drive: design consists of two metal plates with rolled in rubber bellows or hose.
Rotary indexing tables
![](data:image/jpeg;base64,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)
- Units for rotary indexing tasks at assembly and packaging machines and drilling stations, and for other applications with rotating movement of the workpiece or the tool.
Valve actuators for process automation
![](data:image/jpeg;base64,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)
- Quarter turn actuators
- Linear drives with and without displacement encoder
- Measuring units for linear drives.
Shock absorbers
![](data:image/jpeg;base64,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)
- Stroke 1.7 ... 60 mm
- Max. energy absorption per stroke 0.005 ... 384 J
- Cushioning adjustable, self-adjusting, flexible cushioning rings
- Components for cushioning kinetic energy.
Cylinder attachments and accessories
![](data:image/jpeg;base64,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)
- Mounting components, attachment parts, piston rod attachments and guides for drives
Electric Drives
Electric axes
![](data:image/jpeg;base64,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)
- Size 32 ... 220
- Stroke length 50 ... 8500 mm
- Force 40 ... 6400 N
Electric cylinders and slides
![](data:image/jpeg;base64,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)
- Size 15 ... 100
- Stroke length 25 ... 1500 mm
- Force 19 ... 17,000 N.
Semi-rotary drives
![](data:image/jpeg;base64,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)
- Size 12, 16, 20, 25, 32
- Max. driving torque 0.7 ... 8.5 Nm
- Nominal torque 0.15 ... 5 Nm
- Infinite rotation angle.
Stopper cylinder and feed separator
![](data:image/jpeg;base64,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)
- For stopping or separating when transporting workpiece carriers or pallets – smooth, quiet and safe stopping.
- Fast and simple set-up on transfer systems without compressed air.
Electric handling module
![](data:image/jpeg;base64,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)
Accessories for electromechanical drives
![](data:image/jpeg;base64,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)
- Couplings, connecting shafts, coupling housing, motor flange.
Electric cylinders and slides
Electric cylinder unit EPCE
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAZABkAAD/2wBDAA0JCgsKCA0LCgsODg0PEyAVExISEyccHhcgLikxMC4pLSwzOko+MzZGNywtQFdBRkxOUlNSMj5aYVpQYEpRUk//2wBDAQ4ODhMREyYVFSZPNS01T09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT0//wgARCACMAIwDASIAAhEBAxEB/8QAGgAAAwEBAQEAAAAAAAAAAAAAAAMEAgUBBv/EABYBAQEBAAAAAAAAAAAAAAAAAAABAv/aAAwDAQACEAMQAAAB+nAAAAACMqUv0w7HptiPSgS09AAAAAyiAbPHEfU+/L9Q6phRSJ0YrkrGAAAARk3N8kOu2JI2DsckYxTTquS88rhrHgAAGdByo+7yznz25K+T0uenm+ak+ti5IuvrPkfrysAAAAFczqckVlizcFcmsc1LVS06zbNSfTq9OuIeAAKbOSYVMOXC4pidJZO3PXlZXgFswy5prmpmgJSqJfMFeKaZV0MnM96bRF3uzG9LNzFQ2vOg4nbScG+2g4S/oISA0kY5FI7KPTLrHmGAAAAAAABjn9MOBvr+k9foAAAAAf/EACcQAAICAQIFBAMBAAAAAAAAAAECAAMRBBIQICExMhMiMDMjNEEU/9oACAEBAAEFAvgziFjENgmTA0z8j2ODzZg+AkAPra1iausnmfdlPHmts2Rx6kfTmEERHeuV6wTeuPWTCPmZ4J4814/L6zZWxTCoYPp43tNEbxp8OCePLqXauj1d6MGaJXtDWPitiw1H3URu1P1xnVBSwerlIyDpK1V/xolvq1vuITwu/Yo7MRhGC1WauFix0n63NZ4QVogyQKmlo3aizoe0ySOGl/W5rPrh6GLje4J1NvRzB24aN22cz+H8JnaVfY5I1FvmYO1WneyJTXSF2762LcrtsBsJhExO0q87G26jbuhqBGn06KpfqUDHvNP4cl315xCdyljlbpXbg2YezqImwzqR/P6FlPbk1DAKWsgZAveFONdBMG1ZjMxwstCDTnNfCyzbGub0/XGz3MaqsLtmCIyK0rVUnUwDgXxPc8SiAAcdTnGkLGz/ABrixDWFPInAtibiYlOYqBeVq1eLUq8W04hBU7huinELxa2aJWF+QgMH03uPSKpeJSBO3zsivFUL8P8A/8QAHhEAAgEDBQAAAAAAAAAAAAAAAREAAjBAECExMlH/2gAIAQMBAT8BzyVAXYr6yniwQ9tX5m//xAAcEQABAwUAAAAAAAAAAAAAAAABETBAAAIQMTL/2gAIAQIBAT8BngKzZ1R2wCmUm//EACkQAAEDAgUEAgIDAAAAAAAAAAEAESECECAiMUFREjBhcQOBI0AyQlL/2gAIAQEABj8C7MLNUD32pp/QclllepZsvvHFQbsADUrPKySmKyVMm+UdPkJ+oMoKmlu11cDW8h1kP0mOqq7dVVOqcjPvbM32mEeluyKqQu9RZCob4mKJDokDSRwiSM9Otgi6qQT1Fk3xj7KeouqPWM2qPx7qBC6UQjS6Ck3+P1jNn08hP51FqgEyGDoq2xm3HlcTsqvaqIClC3A5KffkomiSdSjhdTbKV/mUfaqK6ihDSyFRzHymGYrq+WfGy4CbG9Bi2ZOVUdipWY9U/wAQpy08BNSIXJTlHCzyiXjhZNLZZvmhNQFN3wbfaemVybTaFKgOVOCFKi5PCNP9VrqtG9YTeFOKVF/xwmIXTveFPdYhdVOto/RkKOz/AP/EACUQAQACAgECBwEBAQAAAAAAAAEAESExQVFhECAwcYGhsZHw0f/aAAgBAQABPyH0EbMrOr3iTUe0W5icwD6mck5bhaW78wwzqKy/QrSHVY1Q9nURgXw6QRLGx58w1DoqKz59AbPiEIiyqdGIUI9GMW3Zx/InZe4QWteoY51jxFKyrdY8NfnLiHY/JVesXklLbSyrEJy/MmUdDiKzCsk1e8/V8dfmNuxKaQwLwzL1/IlNBtRc40Dl5EsNDhc/H+TX3E+1P0fCosS0StL8wMFjhJh1bq4m2U7NoecSqOGG19ENH2leix+T7BMJRzKsBbln+1fyXQLq+g30/C0gN6bmhHscT/gijtWktcKi5DDKq5930h+j4ZFH/TMeFyO7LMOMRkaWGy11NfIkEQqB1+fPn7cGw9ZXeeyODy20Z9jL2DLW5c+NZKpmqOE6D1u3B/u0Atxi/KdoudBnbUDYzdwPJxON5PDTAl/KlFg08yjyZaJnHSxrmDRb/EMQo8HHuy8h0cUVFHQmC6Hy1vGhekXJFA7IxdG+8CxN/UyS2YjRQx1IEb6BORlZ3vX6/wDIIUQItUBgli5n3/LfWzUDQE7pTXaULdmJzImeDwIWOP7lCj3olslcIwRzRa6Qbg58b9FO8IdfcQBlHVjewvYinz6QBLlBR1nBmaRnrM9YE+F0PAwQotOBC2f7DaHiFbXkRMcLheTJXKbg69EsM73vx4ht+DKCENxbRjZSBg8pSHcUFOOPBBKSyZ6C/ExhMHd8M+GR7E4847d4Nr1Kwkh4djGdwKRKYhtXeZl3ABR65FfNB6Hz6P8A/9oADAMBAAIAAwAAABAAAACAjggAAAzXxBBAAASSC1RCgABDSzNOBQAACSh4kAQgBSRQTDDuAADQgxBDSBDDDRgAwAAAACAwAAAD/8QAHBEBAAEFAQEAAAAAAAAAAAAAAREAITAxQBBx/9oACAEDAQE/EO8BLQATBurT8wAJaoIseXsXdv8A/8QAGxEBAAIDAQEAAAAAAAAAAAAAAQARMDFAECH/2gAIAQIBAT8Q70VERGnBom7Aism/Pkt7f//EACcQAQACAQIEBgMBAAAAAAAAAAEAESExQVFhcYEQIJGhsdEw4fDB/9oACAEBAAE/EPwFYiMKtGEXmMSDQI4M6QWDfOE4e35AL+uCIAoi0u6esIQhCWpFOMEzo/gTCuogO8scN3H1OsTll1SLxk07wmbQBse8IQhCPvup2X+ZmNFFedUJEgXQVb7kpw4hXTpwljzJ0nR3jvdoKisHvrfX6SsTzJepqQa06BRhEGygiW94nCnO7eE4ceHuH58+KV3K1yBZbvnSC6Ishx2f894RQ0lurOFNLPhi5Q83PZ+4VywnfNMSYTrPd4Mf6z4/J+fMZymF6AoX7ysZZkUEseuvpLK5yFDBmj3feEGoYA5AbsMBxCMhscGviK7PVQilZy5S4TCGnwT+jzmn55of1nw4Wmty9DeEGCWimrfMd86gwjqSrHurZ2zwLlsuRVwLS9rvtE6BgRNunlkqo5F2GhgOfeWFqEmjB1BeSOlUr74gnnajvCpfkKvPvLr7I+PtGbfqlwV/fV8/u8aREEcIlicGPxW5ho2DYzHLSzbtuNcessLOQv8A0Q2SBa4MEZzJLBw9SJatmEaYLFy6yVnbxHpPwVeIcYHascbJwAaGl1neo8GWlV0hxlBbtgirJKlZ7maPfwM6EpMcgQY0tv5yBVC7pekMlwLJXChjBZfOYoUwy329pnh7muCUOtKLTNEbVF26aXMjHeYGVud2NehvCzcxYLtwBw7Q5U110x3eXdNYI6cXltMs0Bxmv/4M/uUqBvylBSbOonmQGgANhvFtw+5QarB0oisBhNGhLUXhNBxrf1KUpgUZaYVv9RdALEYy2Pua2Qnx7A+eUIUGqFxaYdXOr6SmeDka5cIOiZ6Hl1EzZXW4CrQFXlDB8mjHtLPR86ZjV/CZ9Igu72VudSjhxgojYFU6Vn0lc6umgfUvVhaNRho2zvRGsIDFJT+MeqGtMjVHYi8xFMEYgpmtiCkNPLGkwNctU7Q/OYp+wrjrAlDh1vc4mJZSSkSm8a079oOUpvhUuoAq6FQCuS6vqFVm6gC+bvBFp8NvScSWLVc4vE7P9O0uYDK3e834u71a2V6S3z1srG9Q4sqtPl3Y7yhlGYBmTyW6TQiCSAypuGz104zMjwDWF4AU6pxzsRNT7KYdKJQwrXOxvBQDuN/LMATvh8H3MThdvN8UzcVta1AGTUBgesKpsErBbdR40KXuWzTxrvHr2CmWt776a+Lqig2wdz9QDmLFAS77O9Zi+txzju79oEoUMNaeVwaaqaua7S2B6BDEdCTUSyBFJW1oXrHiOEnxBcqxCbPB3l4h5dj9mO2FuO37nosb/qChHQ/3jAox+N5wCSFpiINA4Dv3iRg1Epi0QdOHpjfSVo9Tr+pWED89ZS6AwneYw2gtlfw//9k=)
- Drive with integrated electronics
- Complete solution for simple motion between mechanical end positions
- Size 45, 60
- Stroke length 5 ... 80 mm
- Force 85 ... 150 N
- Toothed belt drive with plain-bearing guide
Electric cylinder unit EPCS
![](data:image/jpeg;base64,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)
- Drive with integrated electronics
- Complete solution for simple movements between mechanical end positions
- Size 32, 45, 60
- Stroke length 25 ... 250 mm
- Force: 150 ... 900 N
- Ball screw, with plain-bearing guide
Electric cylinder EPCC
![](data:image/jpeg;base64,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)
- Mechanical linear drive with piston rod
- Size 25, 32, 45, 60
- Stroke length 25 … 500 mm
- Force 75 ... 1000 N
Electric cylinder ESBF
![](data:image/jpeg;base64,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)
- Feed forces of up to 17 kN
- Size 32, 40, 50, 63, 80, 100
- Stroke length 30 ... 1500 mm
- Force: 600 ... 17000 N
- Motor can be mounted using axial or parallel kit
- Linear drive with ball screw in Clean Design
Electric cylinder EPCO
![](data:image/jpeg;base64,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)
- Mechanical system with permanently attached motor
- Size: 16, 25, 40
- Stroke length: 50 ... 400 mm
- Force: 50 ... 650 N
- Ball screw with non-rotating piston rod
Mini-slides EGSC
![](data:image/jpeg;base64,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)
- Size 25, 32, 45, 60
- Stroke length 25 ... 200 mm
- Integrated recirculating ball bearing guide
Mini slide unit EGSS
![](data:image/jpeg;base64,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)
- Electric alternative for very simple movement and positioning tasks between two mechanical end positions.
- Size 32, 45, 60
- Stroke length 25 … 200 mm
- Force 60 … 250 N
Mini slides EGSL
![](data:image/jpeg;base64,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)
- Size 35, 45, 55, 75
- Stroke length 50 ... 300 mm
Electric slide EGSK
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAZABkAAD/2wBDAA0JCgsKCA0LCgsODg0PEyAVExISEyccHhcgLikxMC4pLSwzOko+MzZGNywtQFdBRkxOUlNSMj5aYVpQYEpRUk//2wBDAQ4ODhMREyYVFSZPNS01T09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT0//wgARCACMAIwDASIAAhEBAxEB/8QAGgABAAMBAQEAAAAAAAAAAAAAAAMEBQIBBv/EABQBAQAAAAAAAAAAAAAAAAAAAAD/2gAMAwEAAhADEAAAAfpwAAAAAAAAAAAAAAHFUuqc5K89AAAAB4ewV8M3efm7J9Ap2xagsgAA5OuaWcaWJ36Zdy1GcV5vTrdxN4WeegcHfGbim3l5l4n4j5LkXnJ1xz6OrewUNb0AV83QhPm5PooDNls55LBz4epNYzde50AAAVYrsJW8mhIsjXrlPS0bBHIAAAAAHnEgilAAAAAAAAAAAAAAAD//xAAkEAACAgECBgMBAAAAAAAAAAABAgADEQQSEBMgITAxMjNgI//aAAgBAQABBQL8ETGuAgvEDqfMxxN6Rqw4qUILFVoIPXh9SzUokfUM7c0ylsnnY4L78BIEfUYl19hncxdOYzVVAIxlfzi/LqJADagSyx872woJg2qSocgKnCv7AuYBjpJCi3VhZz+YcvOwhCrMAzImc8AJTpznoZgst1YWWahm4V1NizloK97TsITnjVp2eV1LX0s/e6m0xqrAa6HeZqpnLseNyVBYnjXUzyvTqnW+N7NsCuHWyqvaa1oRnLcVQsa9LiAYHW64YjIrXYry76IATKtKTFRUHhIzNk9SwZFo/hVp2eV1LX59izYv4T//xAAUEQEAAAAAAAAAAAAAAAAAAABg/9oACAEDAQE/ASP/xAAUEQEAAAAAAAAAAAAAAAAAAABg/9oACAECAQE/ASP/xAArEAABAgMGBQQDAAAAAAAAAAABABECIVEQEiAiMDEyQWFxkQNggaEjYnL/2gAIAQEABj8C9iTUjr7qVlDVMFPULGziZAb6c1lC2KzFZsg67r8YeKqvHKg1dGZTQ/an9phJME8PF2RvxxN0WUTqbIe+OZUluXTOPCmfKHN6KeERRSwzKlZNXuD9ispN6pXRcvjA+wqpb1wsE8EXlZoSn4YalZQ8dSr3qxXB9q7DAPnfBIJzM4+qeyWXsnghH9c8DAJ4/CYaF6xndBG145JoRpysCIT7CqkJ119lt7E//8QAJxABAAICAQMEAQUBAAAAAAAAAQARITFBUWFxECAwgZFgobHB4dH/2gAIAQEAAT8h/QQkdot8R7WHpII6+XrpdhH3M0U8JKNt6we/oTELHuwpkt+JQWtEMw33Y8LHzxbf3YFC3WvTT8IFoCEN3ePZDuxtvZEg/wAs+pT+HtmI8yYD0JzNXvvRBLmG3mEdY4non5tmYL8ssk6OuaAD8u7OaIFtyz9gl+7xAGD23wiB8e7F0trWLjuWnO0pcAvKmYfc/qXLGtRLWf4/2K2lxGHAoZrlgVr2BXVAKx87iOF8u425Ueb1HGD8Q0E32Z/ERaHul4w8NIm2unoCzQO4mmX1PbkbjkhdJvjaJAr3mUSij4Kz9Et2m0bf/ILJVzkvudgOh6b1Fau78T/Ob36BWGZ94qXqrOSKyOe+Eu2d2YW3v1vgXoQsm+yBQAHB8Ad1DqZlLd3bDhdGCvq9FNbnAHpzKgA+IBTF8vzEdip4Eygk1jvIN+Y386m48jz+hP/aAAwDAQACAAMAAAAQAAAAAAAAAAAAAAAMEIAAAAAY44gAAAQY4IQoAc8UYo4QAg8QUYYAAA8AcYAAAAAAggAAAAAAAAAAAAAAA//EABQRAQAAAAAAAAAAAAAAAAAAAGD/2gAIAQMBAT8QI//EABQRAQAAAAAAAAAAAAAAAAAAAGD/2gAIAQIBAT8QI//EACkQAQACAQQCAQQCAgMAAAAAAAEAESExQVFxYYGRIDCx0WCh4fAQwfH/2gAIAQEAAT8Q/gQ7aQyCOwv/AN9SiL3glgnhuagH393OugbTIP8ABgVctXYTCmDNcsrFp2a9PMKz2hblaXk+04EGqtEZ1LoPRqylh1zgDwR9Zb6woVx0K8YiEyEp5rWauW2G+/7KM61VqJBPONfEZgGwWeqwTIztleiMhuLkf4HfiakgprfNV8c6xKqMslPxAtGmy98ygTWZnRtb9aLmJYbwwlX0bwGodSwx4rT1Bki2rf1KY+Ig3BlyPfLGBBlkHwvJ3EhjysVwU1zDNK2vwRrmXlZVPb/ulg6aGtWU4j6axHy6xoI4aj0fuEiMayX4JYbgpJD44PUMgLTrHywG/eEb9bopJdi6Q8pp6hCU8Rfk6w0XutCqDonge4uUOdMZ9EuJQC/2IAoAfRS8ds5eo2QfOS6P3HqS9y/8JfWXeq5j0N+m3pquf7iagi0V6aGbzmCnN5cSu95QbbcaT5YFSOAwS6mmmOdpV9C/g3h18tkf8fSK+0ZQseMxInGUrren4mqRSnXp3hFQC38NBu+IFiTi9bm3Hv4m4Hka+xV4fGdpmd1pDOXZ0QmlPSf8A4CX0A1WB2yopPkw6IfVWsgWmtXvKUOoBdGZiquEBp4T/dYPNpKFnWh0vxmUSJVqX7Vij1GjYtnNr2yqIWtBAansfl2hwJa349u8LDagKD7C0DZpzjb9ETGI6Y0eSLlAIKeoQ9RwtwDnK/sl8QwCvAAteiHCPD198TmLVavbv9qrNncJv+IWpvSZhpal1fuW0aspW8WSiXguXompDdkX6+8glOSI4E1q8QqBAGwVl/wT/9k=)
- Size: 15, 20, 26, 33, 46
- Stroke length: 25 ... 840 mm
- Force: 19 ... 392 N
- Recirculating ball bearing guide and ball screw
Grippers
Mechanical grippers
![](data:image/jpeg;base64,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)
- Parallel gripper
- Three-point grippers
- Angle grippers
- Swivelling grippers.
Gripper accessories
![](data:image/jpeg;base64,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)
- Adapter kits and installation components for handling units with which handling systems can be set up.
Vacuum technology
Vacuum generators
![](data:image/jpeg;base64,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)
- Vacuum generators according to the venturi principle in various performance categories.
Vacuum gripping technology
![](data:image/jpeg;base64,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)
- Wide variety of vacuum suction cups and vacuum grippers:
- various designs, materials and sizes of suction cups and a modular suction gripper system with a wide range of different suction cup holders, angle and height compensators and filters.
Accessories for vacuum
![](data:image/jpeg;base64,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)
- Mounting and connection elements
- Offset elements
- Vacuum displays
- Vacuum filters
- Vacuum efficiency valves.