Abstract

Hydraulic rubber hoses are subject to great hydraulic impact during the actual working process, which causes a great potential safety hazard. Therefore, it is necessary to carry out pressure tests on hose assemblies to ensure its quality, so providing a high pressure for the hydraulic hose has become the key technology of this problem. Aiming at solving the problem of detection of pressure resistance in hydraulic rubber hose cleaning machines, this paper analyzed the pressurization mechanism of the hydraulic pressurized cylinder and proposed a method of continuous pressurization. This paper also theoretically analyzed the pressure expansion of the rubber hose, and the conclusion is that for the maximum hose capacity (hose size is Φ25 mm × 6 m), the volume of water required to provide water in the hose from 10 MPa to 100 MPa is 0.59 L. The pressurized cylinder was designed and checked theoretically and analyzed by the finite element method. It is concluded that the maximum stress of the pressurized cylinder is concentrated at the bottom of the high-pressure chamber, and the outlet hole at the bottom of the cylinder barrel of the high-pressure chamber is the weakest part of the pressurized cylinder. The performance of the supercharging cylinder is verified by experiments, which proves the feasibility, rapidity and stability of the supercharging cylinder.

Highlights

  • Hydraulic hose assemblies are widely used in various types of hydraulic equipment, especially in heavy-duty hydraulic equipment such as excavators, loaders and bulldozers [1,2]

  • In order to solve these problems, it is necessary to carry out pressure tests on the hose assemblies to ensure their quality, so providing high pressure for the hydraulic hose has become the key technology of this problem [6,7]

  • It is considered that the total amount of compression caused by water pressure and the total deformation produced by the compression of hose assembly are the demands of the supercharging system in terms of flow rate, while the deformation produced by the rigid hose loop is ignored

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Summary

Introduction

Hydraulic hose assemblies are widely used in various types of hydraulic equipment, especially in heavy-duty hydraulic equipment such as excavators, loaders and bulldozers [1,2]. In order to solve these problems, it is necessary to carry out pressure tests on the hose assemblies to ensure their quality, so providing high pressure for the hydraulic hose has become the key technology of this problem [6,7]. When the pressure of a hydraulic system exceeds 82 MPa, it can be considered as an ultra-high pressure system, and its cost and maintenance cost are considerable [14,15]. It is difficult for a typical high-pressure pump to achieve such a high pressure, so a pressurized cylinder is usually used to achieve the desired pressure [16,17]. The cleaning, pressure testing and drying integrated process equipment of hose has good application prospects, which can promote the development of the hose industry

Hydraulic Cylinder Pressure Ratio Theoretical Calculation
Selection of Pressurized Medium and Determination of Technical Indicators
Calculation of the Amount of Compression Generated by Water Compression
Volume Change Calculation Caused by the Deformation of the Hose Assembly
Design and Calculation of Double-Acting Liquid Drive Pressurized Cylinder
Double-Acting Liquid-Drive Pressurized Cylinder Strength Theory Check
Cylinder Strength Check Calculation
Piston Rod Strength Check Calculation
Finite Element Analysis of Double-Acting Liquid-Drive Pressurized Cylinder
Import the Created Solid Model Geometry
Meshing and Mesh Convergence Study
Applying Loads and Constraints
Post-Processing of Results
Comparison of Theoretical Check and Finite Element Simulation Results
Method
Low Pressure Chamber Boost Circuit Design
Feasibility Verification Test
Pressure Rapidity and Stability Experiment
Conclusions
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