CYLINDER Bore (Cylinder Diameter): 108 mm Stroke (Extension Length): 150 mm

The 108 mm bore, 150 mm stroke hydraulic cylinder is designed for industrial applications requiring a combination of strength and precision. This cylinder is ideal for applications requiring significant thrust capacity in relatively compact spaces.

• Tubing : Made of high-strength steel, such as carbon steel or stainless steel. Tubing is designed to withstand high pressures and resist corrosion.
• Stem : Stainless steel or treated steel, designed to offer resistance to wear and corrosion.
• Seals : Made of elastomers such as nitrile, Viton, or polyurethane, which guarantee sealing and resistance to variable pressures and temperatures.
• Headers and Flanges : Machined or cast steel with surface treatments to ensure strength and stability.

• Bore (Cylinder Diameter) : 108 mm
• Stroke (Extension Length) : 150 mm
• External Dimensions : Varies with specific cylinder design, including end cap and flange configuration.

• Working Pressure : Typically ranges from 100 bar to 250 bar for cylinders of this size, depending on construction and manufacturer specifications.

• Pushing Force : F=A×PF = A \times P $F$ $=$ $A$ $\times$ $P$ Where:

  • FF $F$ is the force (Newton)
  • AA $A$ is the area of ​​the cylinder (m²)
  • PP $P$ is the pressure (Pa)

  Area calculation: A=π×(D2)2A = \pi \times \left(\frac{D}{2}\right)^2 $A$ $=$ $\pi$ $\times$ $($ 2 D ​) 2 For a 108 mm bore: A=π×(0.1082)2≈0.00916 m2A = \pi \times \left(\frac{0.108}{2}\right)^2 \approx 0.00916 \, m^2 $A$ $=$ $\pi$ $\times$ $($ 2 0.108 ​) 2 $\approx$ $0.00916$ $m$ 2

  Force calculation: If we assume a working pressure of 200 bar (20 MPa): F=0.00916 m2×20000000 Pa=183,200 NF = 0.00916 \, m^2 \times 20000000 \, Pa = 183,200 \, N $F$ $=$ $0.00916$ $m$ 2 $\times$ $20000000$ $P$ $a$ $=$ $\mathrm{183,200}$ $N$ (about 183 $kN$ $)$

• Extension/Retraction Speed : Depends on fluid flow rate and cylinder configuration.

• Manufacturing Industry : Used in machine tools, assembly equipment and presses.
• Automotive Sector : Suitable for testing and handling applications in workshops and production lines.
• Energy Sector : Used in systems requiring high strength and reliability.
• Heavy Industry : Used in lifting equipment and heavy machinery.

• Immediate Availability : Reduces waiting times, improving operational efficiency and reducing downtime.
• Competitive Pricing : Buying in bulk can result in more favorable costs than special orders.
• Lower Risk of Outages : Ensures operational continuity by avoiding delays due to component shortages.

Without a specific brand, the technical data sheet refers generically to hydraulic cylinders of similar sizes. However, Parker Hannifin , Bosch Rexroth , and Hydac are among the leading manufacturers of high-quality hydraulic cylinders. These companies are known for the innovation and quality of their products.

Parker Hannifin Corporation is a global leader in fluid control solutions and motion technologies. Founded in 1917, Parker is known for its innovation and quality. They offer a wide range of products for various industrial applications.

The power required to operate the cylinder can be estimated using the formula: P=F×vP = F \times v $P$ $=$ $F$ $\times$ $v$ where:

• PP $P$ is the power (Watt)
• FF $F$ is the force (Newton)
• vv $v$ is the speed of the cylinder (m/s)

Assuming an extension velocity of 0.1 m/s: P=183,200 N×0.1 m/s=18,320 WP = 183,200 \, N \times 0.1 \, m/s = 18,320 \, W $P$ $=$ $183$ $,$ $200$ $N$ $\times$ $0.1$ $m$ $/$ $s$ $=$ $18$ $,$ $320$ $W$ (about 18.3 kW)

The 108 mm bore, 150 mm stroke hydraulic cylinder is a robust and versatile component, ideal for industrial applications requiring strength and precision. Its high-quality construction and high specifications make it suitable for a variety of applications. Buying it in stock offers advantages in terms of availability and cost, improving operational efficiency and reducing downtime.