Hydraulic Cylinder 140x35 VVP00 price 120 euros

Hydraulic Cylinder 140x35 VVP00

General Description

The 140x35 VVP00 hydraulic cylinder is a critical component used in many industrial applications to convert hydraulic energy into mechanical force. These cylinders are designed to withstand heavy loads and provide smooth, reliable operation.

Construction and Materials

• Body Material : High strength steel, often heat treated to improve hardness and durability.
• Bore : 140 mm
• Stroke : 35 mm
• Stem : Chrome-plated steel to resist wear and corrosion.
• Seals : Nitrile rubber or elastomer, designed to prevent fluid leaks and ensure trouble-free operation.

Measurements and Specifications

• Cylinder Diameter (Bore) : 140 mm
• Cylinder Stroke : 35 mm
• Rod Diameter : Generally smaller than the cylinder diameter, specified by the manufacturer.
• Maximum Working Pressure : Model specific, but can vary from 1000 to 2500 bar.
• Cylinder Volume : Can be calculated using the formula for the volume of a cylinder: V=π×(D2)2×HV = \pi \times \left(\frac{D}{2}\right)^2 \times H $V$ $=$ $\pi$ $\times$ $($ 2 D ​) 2 $\times$ $H$ , where DD $D$ is the diameter and HH $H$ is the stroke.

Mechanical Features

• Pushing Force : Calculated using the formula F=P×AF = P \times A $F$ $=$ $P$ $\times$ $A$ , where PP $P$ is the pressure and AA $A$ is the cross-sectional area of ​​the cylinder ( A=π×(D2)2A = \pi \times \left(\frac{D}{2}\right)^2 $A$ $=$ $\pi$ $\times$ $($ 2 D ​) 2 ).
• Extension/Retraction Speed : Depends on fluid flow rate and flow resistance.
• Life Cycles : Based on use and maintenance, generally designed for high endurance cycles.

Mathematical Formulas for Characteristics

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

   • FF $F$ = Force
   • PP $P$ = Pressure (bar or MPa)
   • AA $A$ = Cross-sectional area of ​​the cylinder ( π×(D2)2\pi \times \left(\frac{D}{2}\right)^2 $\pi$ $\times$ $($ 2 D ​) 2 )

2. Cylinder Volume : V=π×(D2)2×HV = \pi \times \left(\frac{D}{2}\right)^2 \times H $V$ $=$ $\pi$ $\times$ $($ 2 D ​) 2 $\times$ $H$ Where:

   • VV $V$ = Volume
   • DD $D$ = Diameter of the cylinder
   • HH $H$ = Race

Sectors of Use

• Manufacturing Industry : To operate machines and presses.
• Automotive : Used in lifting and transmission systems.
• Agriculture : In tractors and agricultural equipment.
• Construction : In heavy machinery and construction equipment.

Brand and Manufacturer

• Brand : VVP00 (hypothetical example; actual brand may be different).
• Manufacturer's Description : VVP00 is a hydraulic components manufacturer known for producing high-performance hydraulic cylinders. Specializing in precision technology, VVP00 offers products designed to ensure reliability and durability even under the most demanding conditions.

Advantages of Stock Buying

• Immediate Availability : Reduces downtime and allows you to start production quickly.
• Competitive Pricing : Buying in bulk often allows you to get more favorable prices.
• Reliability and Quality Control : Stock products are generally subjected to rigorous quality controls.

Calculating Power at Different Pressures

Let's assume the maximum working pressure is 2000 bar. The maximum force generated by the cylinder can be calculated as follows:

1. Calculation of the Area : A=π×(1402)2=π×702=15,400 mm2A = \pi \times \left(\frac{140}{2}\right)^2 = \pi \times 70^2 = 15,400 \text{ mm}^2 $A$ $=$ $\pi$ $\times$ $($ 2 140 ​) 2 $=$ $\pi$ $\times$ $7$ $0$ 2 $=$ $15$ $,$ $400$ $\text{mm}$ 2

2. Force at 2000 bar : F=2000 bar×15,400 mm2=30,800,000 N (Newton)F = 2000 \text{ bar} \times 15,400 \text{ mm}^2 = 30,800,000 \text{ N} \text{ (Newton)} $F$ $=$ $2000$ $\text{bar}$ $\times$ $15$ $,$ $400$ $\text{mm}$ 2 $=$ $\mathrm{30,800,000}$ $N$ $($ $\text{Newton}$ $\text{)}$​​

   Converting Newtons to tons: $\text{F}$ = 30,800,0009,806.65≈3,140 tonsF = \frac{30,800,000}{9,806.65} \approx 3,140 $\backslash$ $text$ { tons } $F$ $=$ 9,806.65 30,800,000 ​≈ 3,140 $tons$

These calculations are indicative and depend on the actual cylinder specifications and operating conditions.