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OVERVIEW OF AGA REPORT 7 REVISION – MEASUREMENT BY TURBINE METERS Robert Bennett Honeywell PMC 2221 Industrial Road Nebraska City, NE 68410 INTRODUCTION This paper is to provide an overview of the AGA Report No. 7 – Measurement of Natural Gas by Turbine Meters. BACKGROUND Gas measurement in the U.S. and around the world is dominated by diaphragm, rotary, turbine, orifice, mass meters, differential head, and ultrasonic meters. Each serves a different segment of the gas industry and each has its own set of advantages and disadvantages. These types of meters can be broken into two distinct categories: positive displacement, and inferential. Diaphragm and rotary meters fall into the positive displacement group because they have well-defined measurement compartments that alternately fill and empty as the meter rotates. By knowing the volume displaced in each meter revolution and by applying the proper gear ratio, the meter will read directly in cubic feet or cubic meters. Turbine, ultrasonic, mass meter, differential head, and orifice meters have no measurement compartments to trap and then release the gas. These meters are categorized as inferential meters because the volume passed through them is "inferred" by something else being observed or measured. In the orifice meter the volumes are determined only by knowing the inlet pressure, differential pressure, plate size, and piping characteristics, all of which "infer" the flow rates that in turn can be integrated over time to provide the volume. Turbine meters, also called velocity meters, "infer" the volume of gas passing through them by measuring the velocity of the gas stream. Gas moving through the meter impinges on a bladed rotor resulting in a rotational speed that is proportional to the flow rate. The volume is determined by counting the number of meter rotations. THEORY OF OPERATION Turbine meters consist of three basic components (See Figure 1 and 1A): 1. The body which houses all parts and physically contains the gas pressure; 2. The measuring mechanism consisting of the rotor, rotor shaft, bearings, and necessary supporting structure; 3. The output and readout device. This device may be either a mechanical drive or a pulse detector system. A mechanical drive transmits the indicated meter revolutions outside the body for uncorrected volume registrations. For electrical pulse meters, it would be the pulse detector system and all electrical connections needed to transmit the pulses outside. Figure 1.
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Overview of AGA Report No. 7 Revision Turbine Meters,167$//$7,21 63(&,),&$7,216 ,Q RUGHU WR LQVXUH FRQVLVWHQF\ RI UHVXOWV IURP PHWHU VHW WR PHWHU VHW WXUELQH PHWHU LQVWDOODWLRQV PXVW

Mar 15, 2020

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Page 1: Overview of AGA Report No. 7 Revision Turbine Meters,167$//$7,21 63(&,),&$7,216 ,Q RUGHU WR LQVXUH FRQVLVWHQF\ RI UHVXOWV IURP PHWHU VHW WR PHWHU VHW WXUELQH PHWHU LQVWDOODWLRQV PXVW

OVERVIEW OF AGA REPORT 7 REVISION – MEASUREMENT BY TURBINE METERS

Robert Bennett

Honeywell PMC 2221 Industrial Road

Nebraska City, NE 68410

INTRODUCTION This paper is to provide an overview of the AGA Report No. 7 – Measurement of Natural Gas by Turbine Meters. BACKGROUND Gas measurement in the U.S. and around the world is dominated by diaphragm, rotary, turbine, orifice, mass meters, differential head, and ultrasonic meters. Each serves a different segment of the gas industry and each has its own set of advantages and disadvantages. These types of meters can be broken into two distinct categories: positive displacement, and inferential. Diaphragm and rotary meters fall into the positive displacement group because they have well-defined measurement compartments that alternately fill and empty as the meter rotates. By knowing the volume displaced in each meter revolution and by applying the proper gear ratio, the meter will read directly in cubic feet or cubic meters. Turbine, ultrasonic, mass meter, differential head, and orifice meters have no measurement compartments to trap and then release the gas. These meters are categorized as inferential meters because the volume passed through them is "inferred" by something else being observed or measured. In the orifice meter the volumes are determined only by knowing the inlet pressure, differential pressure, plate size, and piping characteristics, all of which "infer" the flow rates that in turn can be integrated over time to provide the volume. Turbine meters, also called velocity meters, "infer" the volume of gas passing through them by measuring the velocity of the gas stream. Gas moving through the meter impinges on a bladed rotor resulting in a rotational speed that is proportional to the flow rate. The volume is determined by counting the number of meter rotations. THEORY OF OPERATION Turbine meters consist of three basic components (See Figure 1 and 1A):

1. The body which houses all parts and physically contains the gas pressure;

2. The measuring mechanism consisting of the rotor, rotor shaft, bearings, and necessary supporting structure;

3. The output and readout device. This device may be either a mechanical drive or a pulse detector system. A mechanical drive transmits the indicated meter revolutions outside the body for uncorrected volume registrations. For electrical pulse meters, it would be the pulse detector system and all electrical connections needed to transmit the pulses outside.

Figure 1.

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Figure 1A

Gas entering the meter increases in velocity as it flows through the annular passage formed by the nose cone or upstream stator and the interior of the body. The movement of the gas over the angled rotor blades exerts a force to the rotor causing it to rotate. The ideal rotational speed of the rotor is directly proportional to the flow rate of the gas. The actual rotational speed is a function of the annular passageway size and shape, and rotor design. It is also dependent on the load that is imposed due to internal mechanical friction, fluid drag, external loading, and gas density. TABLE OF CONTENTS OF REPORT NUMBER 7 Measurement of Natural Gas by Turbine Meters

1. Introduction 2. Terminology 3. Operating Conditions 4. Meter Design Requirements 5. Performance Requirements 6. Individual Meter Tests 7. Installation Specifications 8. Meter Maintenance and Field Verifications

Appendix A

1. Single Rotor Turbine Meters 2. Dual Rotor Turbine 3. Dual Rotor Meter Electronics

Appendix B

1. Equations for Calculating Volumetric Flow 2. Equations for Calculating Mass Flow

Appendix C

1. Meter Register Reading 2. Electronic Computation 3. Mechanical Integrating Devices 4. Pressure, Volume, and Temperature Recording Devices

Appendix D

1. Change Gears 2. K-Factors 3. Meter Factor 4. Final Mete Factor 5. Rotor Factors for Dual-Rotor Meters

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Appendix E

1. Reynolds Number and Flow Rate Matching 2. Pressure and Flow Rate Matching 3. Density and Reynolds Number Matching 4. Density and Flow Rate Matching 5. To Match Reynolds Numbers and Flow Rates

Appendix F

1. Testing In-Line 2. Testing Out of Line

Reference List INTRODUCTION It should be apparent that the Report has been completely rewritten. As stated in the Foreword, “This report is published in the form of a performance-based specification for turbine meters for natural gas flow measurement. It is the result of collaborative effort of natural gas users, turbine meter manufacturers, flow measurement research organizations and independent consultants forming Task Group R-7 of AGA’s Transmission on Gas Flow Measurement (COGFM) of the American Petroleum Institute. Research conducted in support of this report and cited herein has demonstrated the turbine meters can accurately measure natural gas and, therefore, should be able to meet or exceed the requirements specified in this report when calibrated and installed according to the recommendations contained herein. Users should follow appropriate installation, use, and maintenance of turbine meter as applicable in each case.”

TERMINOLOGY Many new terms are listed in this section including: Final meter factor, Maximum peak-to-peak error, meter factor, Rotor factor, Qi, Qmax, Qmin, and Qt. These definitions will result in conformity through the industry. OPERATING CONDITIONS This chapter is divided up into 6 subsections that list the field conditions under which the turbine meter must be able to operate including: gas quality, operating pressures, gas temperatures, ambient temperatures, effects of gas density, flow rates, and upstream piping and flow profiles. METER DESIGN REQUIREMENTS This chapter lists the performance requirements for the meter body, meter markings, and documentation that the manufacturer must meet. PERFORMANCE REQUIREMENTS This chapter lists the error tolerances verses flow rate for turbine meters along with requirements for temperature, gas composition, and pressure influences on the accuracy. The meters must also be designed such that the measurement cartridges can be removed and are interchangeable.

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FIGURE 2. Turbine Meter Tolerances at Atmospheric Pressure INDIVIDUAL METER TESTS Each meter is required to be integrity tested, leakage tested, and calibrated under conditions as close to field conditions as possible. The test facility must have traceability to relevant national primary standards. The results of individual meter testing will result in the establishment of K-factors, meter factors, final meter factor, rotor factors, and change gear ratios for each output of the meter. Test reports must be documented thoroughly and records kept for a minimum of 5 years. Quality assurance programs shall be established by the manufacturer and all records and documents shall be available to the user. INSTALLATION SPECIFICATIONS In order to insure consistency of results from meter set to meter set, turbine meter installations must meet certain requirements and these are listed in this chapter. It covers general considerations such as flow direction, meter orientation and support, meter run connections, internal surfaces, temperature well location, pressure tap location, and flow conditioning. All of these requirements have resulted in several installation configurations.

1. Recommended Installation Configuration for In-line meters 2. Short-Coupled Installation 3. Close-Coupled Installation 4. Angle-Body meters

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Figure 3. Recommended Installation for In-Line Meter

Figure 4. Short-Coupled installation

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Figure 5. Close-Coupled Installation

It should be noted that with short and close-coupled installation, the use of integral flow conditioning nose cones resulted in meeting the accuracy requirements.

Figure 6. Dimensional Parameters for Integral Flow Conditioning

A suggested installation for angle-body meters is shown in Figure 7.

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Figure 7. Suggested Installation for Angle-Body Meters

This chapter also covers the effects of temperature, vibration, pulsations, hydrate formation, and liquid slugs on meter performance. Auxiliary devices, such as filters, strainers, throttling devices and their use is discussed. Precautionary measures for dirt, valve grease, over-ranging the meter, blow downs, flow limiting devices are covered. Finally, densitometers and correctors mentioned. METER MAINTENANCE AND FIELD VERIFICATION CHECKS This chapter has sections on maintenance covering; general items, visual inspection, cleaning and oiling, spin time test, dual rotor meter field checks, and retesting considerations. Almost everything required to keep a turbine meter is good working condition in the field. APPENDIX A – TURBINE METER DESIGNS This covers the varying types of turbine meters that are on the market today: single rotor, dual rotor, and dual-rotor electronics. APPENDIX B – VOLUMETRIC AND MASS FLOW MEASUREMENT Equations covering calculating volumetric flow through the Basic Gas Laws, meter rangeability, and determining mass flow are presented in this appendix. APPENDIX C – COMPUTING FLOW How to determine the volume over time that has passed through the meter along with other accessories are here.

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APPENDIX D – METER OUTPUTS AND ADJUSTMENTS This appendix provides examples on how to adjust the outputs from a turbine meter through various mechanical and electronic methods. The first section details how to adjust mechanical output of the meter by use of different sets change gears, usually in the index drive.

Figure 8. Change Gear Shift

Another method of adjusting the output of the meter is using K-factors either a single-factor for all flow rates or individual K-factors covering a specific range of flows. Meter Factors can also be used through polynomial curve fit, linear interpolation curve fit, or piecewise curve fit methods.

Figure 9. Polynomial Curve Fit

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Figure 10. Piecewise Curve Fit

APPENDIX E – CALIBRATION GUIDELINES Calibration of turbine meters over the expected range of flow rates and Reynolds numbers is the best method to insure meter accuracy. This section shows how to determine Reynolds Numbers and how to match them to the actual proving medium and flow rates. APPENDIX F – SPIN TIME TESTS Appendix outlines how to conduct either on in-line or out of line spin test. CONCLUSION The AGA Report No. 7 was completely rewritten from earlier versions. It is much more in line with how turbine meters are now combining the mechanical mechanism with electronic data manipulation and correction methods that insures accurate measurement over a wide range of flows and conditions. REFERENCES

1. American Gas Association Transmission Measurement Committee, “Report No. 7 – Measurement of Natural Gas by Turbine Meters”, Revised February 2006.

Bob Bennett