PRICES include / exclude VAT
Homepage>BS Standards>17 METROLOGY AND MEASUREMENT. PHYSICAL PHENOMENA>17.120 Measurement of fluid flow>17.120.10 Flow in closed conduits>BS ISO 3966:2020 Measurement of fluid flow in closed conduits. Velocity area method using Pitot static tubes
Sponsored link
immediate downloadReleased: 2020-07-27
BS ISO 3966:2020 Measurement of fluid flow in closed conduits. Velocity area method using Pitot static tubes

BS ISO 3966:2020

Measurement of fluid flow in closed conduits. Velocity area method using Pitot static tubes

Format
Availability
Price and currency
English Secure PDF
Immediate download
370.26 EUR
You can read the standard for 1 hour. More information in the category: E-reading
Reading the standard
for 1 hour
37.03 EUR
You can read the standard for 24 hours. More information in the category: E-reading
Reading the standard
for 24 hours
111.08 EUR
English Hardcopy
In stock
370.26 EUR
Standard number:BS ISO 3966:2020
Pages:64
Released:2020-07-27
ISBN:978 0 539 00099 3
Status:Standard
BS ISO 3966:2020 - Measurement of Fluid Flow in Closed Conduits

BS ISO 3966:2020 - Measurement of Fluid Flow in Closed Conduits

Discover the comprehensive guide to measuring fluid flow in closed conduits with the BS ISO 3966:2020 standard. This essential document provides detailed methodologies and guidelines for accurately assessing fluid velocity using the velocity area method with Pitot static tubes. Whether you are an engineer, technician, or researcher, this standard is an invaluable resource for ensuring precision and reliability in fluid flow measurements.

Overview

The BS ISO 3966:2020 standard is a meticulously crafted document that outlines the procedures for measuring fluid flow in closed conduits. Released on July 27, 2020, this standard is the latest in the series, ensuring that you have access to the most up-to-date and relevant information. With a total of 64 pages, it provides a comprehensive exploration of the velocity area method using Pitot static tubes, a widely recognized technique in the field of fluid dynamics.

Key Features

  • Standard Number: BS ISO 3966:2020
  • Pages: 64
  • Release Date: 2020-07-27
  • ISBN: 978 0 539 00099 3
  • Status: Standard

Why Choose BS ISO 3966:2020?

Fluid flow measurement is a critical aspect of many industrial and research applications. The BS ISO 3966:2020 standard provides a robust framework for conducting these measurements with high accuracy and consistency. By adhering to this standard, you can ensure that your measurements are not only precise but also compliant with international best practices.

The velocity area method using Pitot static tubes is a proven technique that offers several advantages:

  • Accuracy: Provides precise measurements of fluid velocity, essential for applications where accuracy is paramount.
  • Reliability: The method is well-established and widely used, ensuring reliable results across various conditions.
  • Versatility: Suitable for a wide range of fluid types and conduit sizes, making it a versatile choice for different applications.

Applications

The BS ISO 3966:2020 standard is applicable across a broad spectrum of industries and research fields. Some of the key areas where this standard can be utilized include:

  • Industrial Processes: Ensuring optimal flow rates in manufacturing and processing plants.
  • Environmental Monitoring: Measuring fluid flow in environmental studies and assessments.
  • Research and Development: Supporting experimental setups and data collection in fluid dynamics research.
  • HVAC Systems: Optimizing the performance of heating, ventilation, and air conditioning systems.

Understanding the Velocity Area Method

The velocity area method is a fundamental technique in fluid dynamics, used to determine the flow rate of a fluid by measuring its velocity at various points across a conduit. The BS ISO 3966:2020 standard provides detailed instructions on implementing this method using Pitot static tubes, which are devices that measure fluid flow velocity by converting the kinetic energy of the flow into potential energy.

This method involves the following steps:

  • Installation: Proper installation of Pitot static tubes at strategic locations within the conduit.
  • Measurement: Accurate measurement of fluid velocity at multiple points to account for variations across the conduit.
  • Calculation: Using the collected data to calculate the overall flow rate, ensuring comprehensive analysis and reporting.

Benefits of Compliance

Adhering to the BS ISO 3966:2020 standard offers numerous benefits, including:

  • Consistency: Ensures uniformity in measurement procedures, facilitating comparison and benchmarking.
  • Quality Assurance: Enhances the credibility and reliability of your measurements, supporting quality control initiatives.
  • Regulatory Compliance: Helps meet industry regulations and standards, reducing the risk of non-compliance penalties.

Conclusion

The BS ISO 3966:2020 standard is an indispensable tool for anyone involved in the measurement of fluid flow in closed conduits. By providing a clear and detailed methodology for using the velocity area method with Pitot static tubes, this standard ensures that your measurements are accurate, reliable, and compliant with international standards. Invest in the BS ISO 3966:2020 standard today and elevate the precision and credibility of your fluid flow measurements.

DESCRIPTION

BS ISO 3966:2020


This standard BS ISO 3966:2020 Measurement of fluid flow in closed conduits. Velocity area method using Pitot static tubes is classified in these ICS categories:
  • 17.120.10 Flow in closed conduits

This document specifies a method for the determination in a closed conduit of the volume rate of flow of a regular flow

  1. of a fluid of substantially constant density or corresponding to a Mach number not exceeding 0,25,

  2. with substantially uniform stagnation temperature across the measuring cross-section,

  3. running full in the conduit, and

  4. under steady flow conditions.

In particular, it deals with the technology and maintenance of Pitot static tubes, with the calculation of local velocities from measured differential pressures and with the computation of the flow rate by velocity integration.