THE MINISTRY OF INFORMATION AND COMMUNICATIONS _______________ No. 14/2021/TT-BTTTT | THE SOCIALIST REPUBLIC OF VIETNAM Independence – Freedom – Happiness Hanoi, October 29, 2021 |
CIRCULAR
Promulgating “National Technical Regulation on Electromagnetic Compatibility (EMC) of Cable Network for Distribution of Television, Sound and Interactive Services”
_____________________
Pursuant to the Law on Standards and Technical Regulations dated June 29, 2006;
Pursuant to the Law on Telecommunications dated November 23, 2009;
Pursuant to the Law on Radio Frequencies dated November 23, 2009;
Pursuant to the Government’s Decree No. 127/2007/ND-CP dated August 1, 2007, detailing and guiding the implementation of a number of articles of the Law on Standards and Technical Regulations;
Pursuant to the Government’s Decree No. 78/2018/ND-CP dated May 16, 2018, amending and supplementing a number of articles of the Government’s Decree No. 127/2007/ND-CP dated August 1, 2007, detailing the implementation of a number of articles of the Law on Standards and Technical Regulations;
Pursuant to the Government’s Decree No. 17/2017/ND-CP dated February 17, 2017, defining the functions, tasks, powers and organizational structure of the Ministry of Information and Communications;
At the proposal of the Director General of the Department of Science and Technology,
The Minister of Information and Communications hereby promulgates the Circular promulgating the National Technical Regulation on Electromagnetic Compatibility (EMC) of Cable Network for Distribution of Television, Sound and Interactive Services.
Article 1. This Circular is promulgated together with the National Technical Regulation on Electromagnetic Compatibility (EMC) of Cable Network for Distribution of Television, Sound and Interactive Services (QCVN 71: 2021/BTTTT).
Article 2. Effect
1. This Circular takes effect from July 01, 2022.
2. The National Technical Regulation on Electromagnetic Compatibility (EMC) of Cable Network for Distribution of Television, Sound and Interactive Services (QCVN 71:2021/BTTTT) specified in Clause 3, Article 1 of the Minister of Information and Communications’ Circular No. 16/2013/TT-BTTTT dated July 10, 2013, promulgating the National Technical Regulation on telecommunications ceases to be effective from July 1, 2023.
Article 3. The Chief of Office, Director General of the Department of Science and Technology, Heads of agencies and units under the Ministry of Information and Communications, Directors of Departments of Information and Communications of provinces and centrally-run cities and relevant organizations and individuals shall implement this Circular./.
| THE MINISTER Nguyen Manh Hung |
THE SOCIALIST REPUBLIC OF VIETNAM
QCVN 71:2021/BTTTT
NATIONAL TECHNICAL REGULATION
ON ELECTROMAGNETIC COMPATIBILITY (EMC) OF CABLE NETWORK FOR DISTRIBUTION OF TELEVISION, SOUND AND INTERACTIVE SERVICES
HA NOI – 2021
Foreword
QCVN 71:2021/BTTTT replaces QCVN 71:2013/BTTTT.
QCVN 71:2021/BTTTT was compiled by the Authority of Radio Frequency Management, submitted to the Department of Science and Technology, reviewed by the Ministry of Science and Technology, and promulgated by the Ministry of Information and Communications together with Circular No. 14/2021/TT-BTTTT dated October 29, 2021.
NATIONAL TECHNICAL REGULATION
ON ELECTROMAGNETIC COMPATIBILITY (EMC) OF CABLE NETWORK FOR DISTRIBUTION OF TELEVISION, SOUND AND INTERACTIVE SERVICES
1. GENERAL PROVISIONS
1.1. Scope of regulation
This National Technical Regulation specifies requirements for electromagnetic interference radiation of cable networks used to transmit video, audio and interactive services in the band from 0.15 MHz to 3.5 GHz in Vietnam.
Cable networks starting from the headend to the system outlet (illustrated in Appendix D) must comply with this Regulation unless otherwise specified.
The application of this Regulation is to ensure that cable networks may operate simultaneously with radio services such as: safety, broadcasting, aeronautical mobile, aeronautical radio navigation and land mobile (including cellular networks) and other services specified in the National Radio Frequency Spectrum Plan without interference. The frequency range of some services is as shown in Appendix C.
1.2. Subjects of application
This Technical Regulation applies to organizations and enterprises providing cable television services in the territory of Vietnam.
1.3. Normative references
IEC 60728-12:2017 Cable networks for television signals, sound signal and interactive services - Part 12: Electromagnetic compatibility of systems.
1.4. Interpretation of terms
1.4.1. Electromagnetic radiation
- Energy that comes from a source and travels through space.
- Energy travels through space in the form of electromagnetic waves.
NOTE By extension, the term "electromagnetic radiation" sometimes also includes the induction.
1.4.2. Interactive services
Services with two-way communication between the transceiver and the subscriber (e.g. internet service).
1.4.3. Immunity to a disturbance
Ability of an element, device or system to operate without degradation in the presence of electromagnetic disturbances (hereinafter referred to as immunity).
1.4.4. Disturbance
Any electromagnetic phenomenon that can degrade the operation of an element, device or system.
1.4.5. Electromagnetic interference (EMI)
Degradation of the performance of a device, transmission channel or system due to electromagnetic interference.
1.4.6. Operating frequency range
passband for the wanted signals for which the equipment has been designed
1.4.7. Carrier-to-interference ratio
The ratio between the carrier and the total noise power includes the disturbances internal to the system and interference from other systems.
1.4.8. Headend
Equipment that is connected between receiving antennas or other signal sources and the remainder of the cable network, to process the signals to be distributed
Note: The headend can comprise antenna amplifiers, frequency converters, combiners, separators and generators.
1.4.9. System outlet
Equipment for connecting the subscriber's cable to the cable network.
1.4.10. Disturbance level
Level of an electromagnetic disturbance at a given location, which results from all contributing interference sources
1.4.11. Degradation of performance
undesired departure in the operational performance of any device, equipment or system from its intended performance
NOTE: The term “deterioration” can be applied to temporary or permanent damage.
1.4.12. Subscriber's feeder
feeder connecting a subscriber's tap to a system outlet or, where the latter is not used, directly to the subscriber's equipment
NOTE: Subscriber cables may include filters and balun transformers.
1.4.13. Receiver lead
Lead that connects the system outlet to the subscriber's equipment.
1.4.14. Digital, broadband signal
In this Regulation, digital and broadband signals are digital television or internet signals.
1.4.15. Narrowband signal
The remaining radiation components such as analog television.
1.5 Abbreviated terms
AM Amplitude Modulation
BPF Band Pass Filter
CATV Community Antenna Television
DSC Distress, Safety and Calling
EMC Electromagnetic Compatibility
EMI Electromagnetic Interference
EPIRB Emergency Position Indicating Radio beacons
FM Frequency Modulation
HFC Hybrid fiber-coax network
ILS Instrument Landing System
ITU-R International Telecommunication
Union - Radio communication
LNA Low Noise Amplifier
MATV Master Antenna Television Network
RF Radio Frequency
RMS Root Mean Square
SMATV Satellite Master Antenna Television Network
TV Television
VSB Vestigial Side Band
2. SPECIFICATIONS
2.1. Technical requirements
2.1.1. Digital, broadband signal radiation
The maximum allowable digital signal, broadband radiation limits specified in Table 1 apply to the measurement method in section 2.2 as follows:
Table 1 - Digital, broadband signal radiation limits
Frequency band MHz | Limited radiated field strength @3m, measuring channel width 8 MHz dB V/m | Demodulation mode |
30 to 950 | 37 | RMS |
950 to 2,500 | 43 | RMS |
2,500 to 3,500 | 45 | RMS |
2.1.2. Narrowband radiation
If the radiation from the cable network includes the narrowband radiation, the maximum allowable narrowband signal radiation is specified in Table 2, using the following method of measurement in section 2.2:
Table 2 - Narrowband signal radiation limits
Frequency band MHz | Radiation field strength limit @3m dB V/m | Measurement bandwidth | Demodulation mode |
30 to 950 | 27 | 100 kHz | RMS |
950 to 2,500 | 43 | 1 MHz | RMS |
2,500 to 3,500 | 45 | 1 MHz | RMS |
2.2. Measurement methods
These test methods describe the measurement procedure for checking the radiation come from the cable network.
The measurements include the essential measurement parameters and measurement conditions for the evaluation of electromagnetic incompatibility between the cable network and the radio communication network or other electrical and electronic equipment. During the test, the cable network shall operate under the normal operating conditions intended for the network.
2.2.1. General provisions
When testing cable network, terminals can be connected. Testing the cable network against relevant limits may require the terminals to be disconnected. When the limit is exceeded, individual parts of the network (e.g. terminals, outdoor satellite internet receiver, distribution installations...) can be next tested to determine which part of the network does not work within limits.
The test frequency must be selected to ensure not being affected by radio emissions with large intensity in the survey area such as digital television, mobile information ... to avoid abnormalities on measurement results.
The number of test frequency must be selected so that it can fully evaluate the radiation components on the entire actual frequency range of the cable network.
The number of measurement points in a geographical area of the cable network should be selected so that it includes high-risk points (points with positive equipment of the cable network such as optical-electric converters, amplifiers ...etc.) to fully assess the possible cases of electromagnetic incompatibility of cable network.
The allowable maximum radiation level is specified in section 2.1.
2.2.2. Field strength measurement method
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)
Figure 1 - Illustrating field strength measurement diagram
2.2.2.1. Requirements for measuring equipment
- To measure radiation from a cable network, the measurement system consists of a receiver with an antenna to measure the field strength;
- Use appropriate receiver which is calibrated capable of measuring channel power and appropriate demodulation modes;
- The antenna is calibrated (the antenna is identified parameters such as gain, antenna coefficient and impedance);
- The antenna cable has a defined loss/frequency;
- In case of necessity, calibrated low noise amplifier (LNA) and Band-pass filter (BPF) may be used which covers the frequency range as required;
- This regulation determines the radiation levels to the field strength at a distance of 3m from the object of radiation. In special cases (the field cannot be measured at a standard distance of 3m) can be measured at another measurement distance as prescribed in Appendix A.
2.2.2.2. Field strength measurement procedure
It is required to ensure that the cable network is operating with a normal signal level.
The case can be determined that the radiation levels of the channels in the frequency band to be investigated are equivalent. The radiation of some channels can be measured in the survey band to evaluate representatives.
Set the meter to RMS detector mode, AVERAGE display mode; For the digital, broadband radiation sets the channel power measurement mode to calculate the total radiated power in 8 MHz. If the cable network includes digital, broadband signal with different channels of 8 MHz, measuring the radiated power in 8 MHz with the frequency of measurement is the central frequency of the survey channel and evaluation according to the limits in the table 1.
For narrowband signal radiation, set the resolution bandwidth (RBW) and evaluate to the limits given in the Table 2.
The measuring distance d is determined as follows: By the distance from the point to be investigated of the cable network to the reference point of the measuring antenna.
For a particular measuring point, the direction, height and polarization of the measuring antenna must be changed to obtain the maximum field strength value.
NOTE 1: The variation of antenna parameters, especially antenna height, depends on the frequency of measurement. When the size of the calibrated measuring antenna does not correspond to reality, it is useful to use a calibrated loop antenna.
If the meter provides the Result in the form of the meter input voltage level, the field strength level can be calculated converted using the formula
Where:
Edist is the field strength of the radiation, in dBμV/m;
Ul is the input voltage level of the measuring receiver dBμV (impedance 50Ω);
ac is the cable loss in dB;
ka is the antenna factor determined by the manufacturer's technical documentation, or antenna calibration process, in dB/m. For an antenna with an impedance of 50Ω, the antenna factor ka can be determined by the antenna gain by the formula:
ka = -29.77 - g + 20log(ƒ) (2)
Where:
g is the gain of the measuring antenna, in dBi;
ƒ is the measurement frequency, in MHz;
2.2.3. Subcarrier measurement method
The subcarrier measurement method is used when not directly measuring digital, broadband signal radiation (for example, when the field strength of radiation is smaller than the receiver sensitivity). This is due to a decrease in sensitivity at the input of the measuring receiver due to the reduction of the signal-to-noise ratio for the case of extending the bandwidth under measurement for the wideband signal.
2.2.3.1. Radiation level and correction
To assess the leakage radiation level of digital, broadband signal using the subcarrier method, an unmodulated sine wave carrier signal can be used interspersed between the broadband, digital signals. This subcarrier is set up so that the signal level measured with a measurement bandwidth of 200 Hz matches the measured value of the previously measured digital, broadband signal.
If necessary, the subcarrier can be cabled with a gain above the desired level of the broadband, digital signal. It is important to take into account the limitations of the system appropriately. The determination of the leakage field strength of digital, broadband signal is determined according to 2.2.3.2.
In all cases, the use of subcarriers will need to be coordinated with the network provider.
2.2.3.2. Determination of radiation field strength
Once the level of the subcarrier and the digital, broadband signal has been established in accordance with 2.2.3.1, the results of the subcarrier measurement at the relevant measuring points provide the dominant electric field strength directly or indirectly to voltage at the input of the measuring receiver.
If the subcarrier is fed into the cable network with a higher level than the desired broadband, digital signal, the value of the digital signal, the leaked broadband will be equal to the measured field strength value of the subcarrier minus difference between the subcarrier level and the abovementioned broadband, digital signal.
Eleak = Esub_meas - ( Psub - Psigut) | (3) |
Where:
Eleak is field strength of the leakage signal to be measured (dBμV/m);
Esub_meas is leakage field strength of subcarrier (dBμV/m);
Psub is subcarrier power introduced into the cable network (dBm);
Psigut is power of the broadband, digital signal to be measured (dBm).
3. MANAGEMENT
Electromagnetic interference radiations of cable networks transmitting video, audio and interactive services within the scope in section 1.1 must comply with the requirements specified in this Regulation.
4. RESPONSIBILITIES OF ORGANIZATIONS AND INDIVIDUALS
4.1. Cable television service providers shall ensure that the cable network that distributes television signals conforms to the Regulation during the design, installation, operation and maintenance process; and coordinate with related parties in the process of resolving interference from the cable network that affects the operation of other networks and services,
4.2. Cable television service providers shall ensure the immunity of their own cable networks (see Appendix B).
4.3. Cable television service providers shall state the conformity according to regulations and guidance of the Ministry of Information and Communications and be subject to regular and irregular inspections by State management agencies in accordance with the applicable regulations.
4.4. The Department of Telecommunications shall receive registrations for conformity statement, manage, guide and inspect the conformity statement. The order and procedures for conformity statement are prescribed in the Circular No. 28/2012/TT-BKHCN dated December 12, 2012 of the Minister of Science and Technology, providing for standard conformity, conformity statement and method of assessing conformity with standards and technical regulations.
5. ORGANIZATION OF IMPLEMENTATION
5.1. The Department of Telecommunications, the Department of Radio Frequency and Departments of Information and Communications are responsible for guiding and organizing the management of organizations and enterprises/service providers to comply with this Regulation.
5.2. This Regulation is applied to replace the National Technical Regulation QCVN 71:2013/BTTTT "National technical regulation on electromagnetic compatibility (EMC) of cable network for distribution of television, sound and interactive services".
5.3. If the provisions of this Regulation are revised, supplemented or replaced, the new Regulation shall apply.
5.4. During the implementation of the Regulation, if any problems arise, organizations and individuals report in writing to the Ministry of Information and Communications (Department of Science and Technology) for guidance, resolution./.
Appendix A
(Normative)
Measured at distances other than the 3m standard distance
A.1. Measuring at the distance of less than 3m
If measured at a distance of less than 3m, the distance to the cable network is determined by the geometry of loop antenna.
If measuring at the 3m standard distance cannot be achieved (for example in the confined space of an alley), a shorter distance measurement method may be used. However, the minimum measuring distance must be 1m. In this case, the measuring result is calculated and adjusted according to the formula A-1.
Where:
Emeas is the measuring result, in dBμV/m;
Edist is the adjusted measuring result, in dBμV/m,
dmeas is the measuring distance, in m;
dstand is the standard measuring distance (3m).
A.2. Measuring at the distance over 3m
If measuring at the 3m standard distance cannot be achieved, a measurement at a distance above 3m may be used. Two measuring points must be determined on an axis perpendicular to the direction of the cable network to be measured. The distance between the two measuring points should be as large as possible. The field strength is measured as described in 2.2.2. Measuring results must be in dBμV/m and shown as a logarithmic plot of the distance. The straight line connecting the measuring results represents the decrease in strength in the direction of measurement. If the field strength reduction may not be determined, additional measurements should be made. The standard field strength level shall be read from the graph by the connecting line.
Appendix B
(Informative)
Noise Immunity of Cable Networks
B.1. Technical requirements
The immunity limit (Table B.1) defines the reference field strength level outside the cable network. For such value, a carrier-to-noise ratio as specified in Table B.2 (quality requirements) must be obtained for the wanted signal channel at any point of the cable network.
Table B.1 - Maximum field strength
Band (MHz) | Field strength (dBμV/m) |
0.15 to 3,500 | 106 |
694 to 862 | 120a |
a in the case of wanted signals using digital modulation. |
The quality requirements for cable networks correspond to AM-VSB-TV or QAM-DVB signals in the 30 MHz to 1 000 MHz bands and FM-TV signals in the 950 MHz to 3 500 MHz bands. When the cable network distributes other signals (such as digital modulated signals), the lower carrier-to-noise ratio of these signals allows, resulting in higher immunity of the cable network.
The measurement method is specified in B.2
Table B.2 - Required Carrier-to-Noise Ratio
Applicable band (MHz) | Carrier-to-noise ratio (dB) |
30 to 1,000 | ≥ 57 (AM) |
≥ 35 (64/256 QAM) |
950 to 3,500 | ≥ 33 (FM) |
≥ 13 (QPSK) |
B.2. Measurement methods
In the case of interference, the carrier-to-noise ratio will be measured at the noisy outputs.
It is necessary to first measure the wanted signal in the disturbed channels at each output. Then the network cable will be disconnected from the transferring point or antenna of the system. Open ports need to be terminated with a 75 Ohm load. The signal level at each output is measured with a receiver in peak detection mode, taking into account the bandwidth of the wanted signal with ensuring that the meter has good impedance matching with the network and return loss can be taken into account.
The difference between the wanted signal level and the interference signal level is the carrier-to-noise ratio that shall be met as specified in Table B.2.
If the carrier-to-noise ratio is equal to or greater than the nominal value, the network meets the requirements. If the carrier-to-noise ratio is less than the required ratio, additional measurements should be made. All distributions installed outside of the output port system (receiver wiring, receiver and other subscriber settings will be disconnected from the network for testing. In most cases, the interference comes from these factors. It is necessary to re-measure the interference level. After the measurement, the normal operating condition of the network will be restored.
If these testing methods do not result in a better carrier-to-noise ratio, then interference signals are be considered as interference signals entering the cable network. In this case, the field strength of the signals outside the building side is measured at a point in the vicinity of the point where the interference is assumed.
The maximum field strength is determined by varying the antenna position. The field strength limits are as shown in Table B1, where the carrier-to-noise readings must meet in accordance with Table B.2
If the interference field strength is equal to or lower than these values, the network does not meet the requirements and the operator must take measures to improve the immunity of the network.
If the measured interference field strength exceeds these values, the requirements of the cable network do not correspond to the requirements of the other radio service (high power transmitter). The solution to this problem must be addressed by the management agency and radio operators.
Appendix C
(Informative)
Radio frequency bands and services
Bands (MHz) | Protected radio systems |
74.8 to 75.2 | Aeronautical radionavigation; ILS instrument landing system |
108 to 117,975 | Aircraft navigation radio |
121.450 to 121.550 | Emergency Position Indicating Radio Beacon (EPIRPs) |
156.525 | DSC Rescue |
156.7625 to 156.8375 | International Maritime Rescue |
328.6 to 335.4 | Air navigation radio |
406.0 to 406.1 | Emergency Position Indicating Radio Beacon EPIRP |
703 to 733 and 758 to 788 | Cellular communication |
824 to 835 | Cellular communication |
869 to 915 | Cellular communication |
925 to 960 | Cellular communication |
1710 to 1785 and 1805 to 1880 | Cellular communication |
1920 to 1970 and 2110 to 2170 | Cellular communication |
2300 to 2400 | Cellular communication |
2500 to 2690 | Cellular communication |
Appendix D
(Informative)
HFC cable network diagram
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)
References
[1] IEC 60728-12:2017 Edition 2.0 (06/2017) Cable networks for television signals, sound signals and interactive services - Part 12. Electromagnetic compatibility of systems;
[2] ITU-T K.106 (03/2015) Techniques to mitigate interference between radio devices and cable or equipment connected to wired broadband networks and cable television networks;
[3] ITU-R BT.2339-0 (11/2014) Co-channel sharing and compatibility studies between digital terrestrial television broadcasting and international mobile telecommunication in the frequency band 694-790 MHz in the GE06 planning area;
[4] ICAO Doc 9718 AN/957 (2018) Handbook on Radio Frequency Spectrum Requirements for Civil Aviation - Volume I ICAO spectrum strategy, policy statements and related information;
[5] Title 47 Telecommunication (FCC Rules), Part 76: Multichannel Video and Cable Television Service.
[6] Recommendation ITU-R F.1336-5 (01/2019) Reference radiation patterns of omnidirectional, sectoral and other antennas for the fixed and mobile services for use in sharing studies in the frequency range from 400 MHz to about 70 GHz.
[7] QCVN 72:2013/BTTTT, National technical regulation on electromagnetic compatibility (EMC) of cable network for distribution of television, sound and interactive services.
[8] QCVN 83:2014/BTTTT, National Technical Regulation
on the quality of signal of DVB-T2 Terrestrial Digital Television
at Point of Receiver Location.
[9] Recommendation ITU-R BT 2033-1 (2015) Planning criteria including protection ratios, for second generation of digital terrestrial television broadcasting systems In the VHF/UHF bands.
[10] Report ITU-R BT.2254-4 (10/2020) Frequency and network planning aspects of DVB-T2.
[11] Recommendation ITU-R BT.419-3 Directivity and polarization discrimination of antennas in the reception of television broadcasting
[12] ITU-R The Handbook on Spectrum Monitoring (2011).
[13] Decision No.71/2013/QD-TTg dated November 21, 2013 of the Prime Minister promulgating the National Radio Frequency Spectrum Planning.
[14] Decision No. 02/2017/QD-TTg dated January 17, 2017 of the Prime Minister amending and supplementing the National Radio Frequency Spectrum Planning issued together with the Decision No. 71/2013/QD-TTg dated November 21, 2013 of the Prime Minister.