GB/T 14513.3-2020 in English
VALIDPneumatic fluid power—Determination of flow-rate characteristics of components using compressible fluids—Part 3:Method for calculating steady-state flow-rate characteristics of systems
- Issued on:2020-06-02
- Implemented on:2020-12-01
- File Format:PDF
- Delivery:Via email within 5 business days
$670.00
《GB/T 14513.3-2020气动 使用可压缩流体元件的流量特性测定 第 3 部分:系统稳态流量特性的计算方法》由TC3(全国液压气动标准化技术委员会)归口,TC3SC2(全国液压气动标准化技术委员会气压传动和控制分会)执行,主管部门为中国机械工业联合会。
Introduction
Interpretation of the core content of the standard
This standard is equivalent to ISO63583:2014, which specifies the method of determining the steady-state flow characteristics of a pneumatic system by numerical calculation, and can estimate the overall flow characteristics of a system consisting of components and pipelines without actual measurement.
Key calculation parameters
| Parameter | Definition | Unit |
|---|---|---|
| C | Sonic conductance (maximum flow rate under choked flow state) | m³/(s·Pa)(ANR) |
| b | Critical back pressure ratio (dividing point between choked flow and subsonic flow) | - |
| m | Subsonic index (characterizing subsonic flow characteristics) | - |
Technology Evolution Background
Compared with ISO6358:1989, this standard adopts a 4-parameter model (C, b, m, Δpc) to more accurately describe the flow characteristics, especially for contraction-expansion valves and non-valve components. Improvements to the test equipment include:
- Increasing the diameter of the pressure measurement pipe to directly measure the stagnation pressure
- Introducing the deflation/inflation test method to reduce the energy consumption of testing large-diameter components
Implementation suggestions
Calculation process for series system
- Calculate the total opening pressure (Equation 19)
- Determine the blocked mass flow rate (Iterative algorithm in Figure C.4)
- Establish a subsonic flow curve through 16 flow ratios βj (Table 3)
- Least squares method to fit b and m (Equations 32-34)
Special treatment for parallel systems
It is necessary to ensure that the inlet pressure of each branch is the same, the system sonic conductance is the sum of each branch (Equation 37), and the opening pressure takes the minimum value (Equation 38).

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