SMC MGP-Z Series. Compact Guide Cylinder, With Air cushion, MGPM25-250AZ Stroke_201^320mm Durability :Ball sliding adopted for

Durability :Ball sliding adopted for the spindle action enhances the durability

Specification item model symbol Specification information built-in magnet D built-in magnet installation support B Basic type tube inner diameter 16 tube inner diameter 16mm cylinder stroke 5 cylinder stroke 5mm dual stroke mark - No dual stroke mark cylinder stroke 2 - Cylinder stroke 2 None option - Standard (rod end female thread) auto switch - Without auto switch Auto switch additional symbol - 2 with or without Custom made specifications - standard

Product Number 5424D Description Retail Carded Packaging Shelf Pack Qty Master Carton Qty 4 Body Width 2-7/8in (72mm) Shackle Dimensions A: 3/8in (9mm) B: 1-11/16in (43mm) C: 1-13/32in (36mm)

◦ With handle lock

Specification item model symbol Specification information built-in magnet D built-in magnet installation support B Through hole (standard) form - pneumatic type tube inner diameter 50 tube inner diameter 50mm Types of port screws - Rc/M screw cylinder stroke 20 cylinder stroke 20mm dual stroke mark - No dual stroke mark cylinder stroke 2 - Cylinder stroke 2 None body options - Standard (rod end female thread) Auto switch mounting groove Z ø12-ø25 2 sides/ø32-ø100 4 sides Installation bolts included - no mounting bolt rod end bracket - no metal fittings auto switch M9PL Solid-state auto switch

SMC MGP-Z Series. Compact Guide Cylinder, With Air cushion, MGPM25-250AZ Stroke_201^320mm Durability :Ball sliding adopted forOVERVIEW The new style MGP has shorter guide rods and thinner plates, allowing up to 17% weight reduction over the original MGP. This series is designed for high side load applications found in material handling, lifting and grading. The cylinder utilizes a compact design by integrating the cylinder body as part of the guide body. As the stroke length increases, the bearing length also increases, thus improving the load carrying capacity of the