Hydraulic cylinder for pulling nuts

Hydraulic Cylinder DPC11U016112

General Description

The DPC11U016112 hydraulic cylinder is designed for applications requiring the generation of high forces in relatively small spaces. This type of cylinder is mainly used for tightening and lifting operations, such as tightening nuts or components in an industrial setting.

Construction and Materials

• Body Material:
  • Type : High strength steel
  • Composition : Alloy steel with anti-corrosion coating to ensure longevity and resistance to aggressive industrial environments.
• Piston material:
  • Type : Stainless steel
  • Composition : Stainless steel for greater durability and wear resistance.
• Seals:
  • Type : High resistance elastomers
  • Function : Ensure an airtight seal and reduce internal friction.

Measurements and Specifications

• Part Number : 8.600901.S
• Component Name : Cylinder
• Dimensions : Not specified in detail, but refers to standard cylinder dimensions for clamping applications.
• Quantity per Pack: 1
• Weight per package : 37.00 kg

Mechanical Characteristics

• Cylinder Type : Single-acting or double-acting hydraulic cylinder (specification not provided but common for such cylinders).
• Bore : Variable, generally designed to match required force specifications.
• Stroke : Generally designed for clamping applications, with stroke that varies depending on needs.
• Working Pressure : Typically designed to operate at high pressures, up to 700 bar (variable depending on manufacturer specifications).

Mathematical Formulas for Characteristics

1. Calculation of the Tractive Force : F=P×AF = P \times A $F$ $=$ $P$ $\times$ $A$ Where:

   • FF $F$ = Tensile force (N)
   • PP $P$ = Pressure (bar)
   • AA $A$ = Piston surface area (m²)

2. Bore Calculation (Cylinder Diameter) : A=FPA = \frac{F}{P} $A$ $=$ P F ​Where

   • AA $A$ = Piston surface area (m²)
   • FF $F$ = Tensile force (N)
   • PP $P$ = Pressure (bar)

   Converting the area to the diameter of the cylinder: D=4×AπD = \sqrt{\frac{4 \times A}{\pi}} $D$ $=$ π 4 × A ​​Where

   • DD $D$ = Cylinder diameter (m)

3. Calculation of Power at Various Pressures : Pmax=FmaxAP_{\text{max}} = \frac{F_{\text{max}}}{A} $P$ max ​= A F max ​​Where

   • PmaxP_{\text{max}} $P$ max ​=
   • FmaxF_{\text{max}} $F$ max ​=
   • AA $A$ = Piston area (m²)

Sectors of Use

• Manufacturing Industry : For tightening and assembly operations.
• Automotive : For assembly of components and maintenance operations.
• Construction : For lifting and moving heavy loads.
• Metalworking Industry : For stamping and forming operations.

Brand and Manufacturer

• Brand : DPC (manufacturer name not specified, but may be a manufacturer specializing in hydraulic cylinders).
• Manufacturer's Description : DPC is a hydraulic component manufacturer specializing in the design and manufacturing of high-quality hydraulic cylinders for industrial applications. Their product range is known for durability and reliability in demanding working environments.

Advantages of Purchasing Ready to Ship in Stock

• Immediate Availability : Reduces waiting times for delivery and facilitates rapid integration into the production process.
• Competitive Costs : Purchasing from stock can lead to savings compared to custom ordering.
• Reliability : Cylinders in stock are often subjected to rigorous quality checks to ensure high standards.