BS EN 55016-1-6:2015+A1:2017:2018 Edition
$215.11
Specification for radio disturbance and immunity measuring apparatus and methods – Radio disturbance and immunity measuring apparatus. EMC antenna calibration
Published By | Publication Date | Number of Pages |
BSI | 2018 | 182 |
This part of CISPR 16 provides procedures and supporting information for the calibration of antennas for determining antenna factors (AF) that are applicable to antennas intended for use in radiated disturbance measurements.
It has the status of a basic EMC Standard in accordance with IEC Guide 107, Electromagnetic compatibility – Guide to the drafting of electromagnetic compatibility publications.
The AF of an antenna is influenced by nearby surroundings and by its position in space relative to the radiating source. This standard focuses on antenna calibrations that provide the AF in a free-space environment in the direction of the boresight of the antenna. The frequency range addressed is 9 kHz to 18 GHz. The relevant antenna types covered in this standard are monopole, loop, dipole, biconical, log-periodic dipole-array (LPDA), hybrid and horn antennas.
Guidance is also provided on measurement uncertainties associated with each calibration method and configuration, and the test instrumentation used.
PDF Catalog
PDF Pages | PDF Title |
---|---|
2 | undefined |
16 | CONTENTS |
24 | FOREWORD |
26 | 1 Scope 2 Normative references |
27 | 3 Terms, definitions and abbreviations 3.1 Terms and definitions 3.1.1 Antenna terms |
30 | 3.1.2 Antenna factor terms |
31 | 3.1.3 Measurement site terms |
32 | 3.1.4 Other terms |
33 | 3.2 Abbreviations |
34 | 4 Fundamental concepts 4.1 General 4.2 The concept of antenna factor |
35 | 4.3 Calibration methods for 30 MHz and above 4.3.1 General 4.3.2 Antenna minimum separation distances 4.3.3 General considerations for the TAM 4.3.4 General considerations for the SSM |
36 | 4.3.5 General considerations for the SAM 4.4 Measurement uncertainties for antenna calibration measurement results |
37 | 4.5 Summary of methods of measurement to obtain AF |
38 | Tables Table 1 – Summary of calibration methods above 30 MHz for Fa |
39 | 5 Calibration methods for the frequency range 9 kHz to 30 MHz 5.1 Calibration of monopole antennas 5.1.1 General Table 2 – Calibration methods above 30 MHz by subclause number |
40 | 5.1.2 Calibration by the ECSM Table 3 – Frequency increments for monopole antenna calibration |
43 | Figures Figure 1 – Set-up for AF determination using a network analyzer Figure 2 – Set-up for AF determination using a measuring receiver and signal generator |
44 | Figure 3 – Example of mounting a capacitor in the dummy antenna |
46 | 5.2 Calibration of loop antennas 5.2.1 General 5.2.2 TEM (Crawford) cell method Table 4 – Example measurement uncertainty budget for Fac of a monopole antenna calibrated by the ECSM using Equation (9) |
48 | Figure 4 – Block diagram of TEM cell set-up for passive loop antennas Figure 5 – Block diagram of TEM cell set-up for active loop antennas |
49 | 6 Frequencies, equipment and functional checks for calibrations at or above 30 MHz 6.1 Calibration frequencies 6.1.1 Calibration frequency ranges and increments Table 5 –Example measurement uncertainty budget for FaH of a loop antenna measured in a TEM cell Table 6 – Frequency increments for broadband antenna calibration |
50 | 6.1.2 Transition frequency for hybrid antennas Figure 6 – Example of resonant spike due topoor biconical element connections, using 2 MHz increment |
51 | 6.2 Measurement instrumentation requirements for antenna calibrations 6.2.1 Equipment types |
52 | 6.2.2 Mismatch |
54 | 6.2.3 Dynamic range and reproducibility of SIL measurement 6.2.4 Signal-to-noise ratio |
55 | 6.2.5 Antenna masts and cables 6.3 Functional checks of an AUC 6.3.1 General 6.3.2 Balance of an antenna 6.3.3 Cross-polar performance of an antenna |
56 | 6.3.4 Radiation patterns of an antenna |
57 | 7 Basic parameters and equations common to antenna calibration methods for frequencies above 30 MHz 7.1 Summary of methods for measurements to obtain AF 7.2 Site insertion loss measurements 7.2.1 General 7.2.2 SIL and SA measurement procedure |
58 | 7.2.3 Common uncertainty components of a SIL measurement Figure 7 – Antenna set-up for SIL measurement at a free-space calibration site Figure 8 – Antenna set-up for SIL and SA measurement at a ground-plane calibration site |
60 | 7.3 Basic equations for the calculation of AF from SIL and SA measurements 7.3.1 Antenna factor from SIL measurements 7.3.2 Relationship of AF and SIL for a free-space calibration site Table 7 – Example measurement uncertainty budget for common components of a SIL measurement result evaluated from Equation (20) |
61 | 7.3.3 Relationship of AF and SIL for a calibration site with a metal ground plane |
62 | 7.4 Equations for AF and measurement uncertainties using the TAM, SSM, and SAM 7.4.1 TAM |
63 | Figure 9 – Antenna set-up for the TAM at a free-space calibration site |
66 | Figure 10 – Antenna set-up for the TAM at a calibration site with a metal ground plane |
67 | 7.4.2 SSM |
68 | Figure 11 – Antenna set-up for the SSM |
69 | 7.4.3 SAM |
70 | Figure 12 – Antenna set-up for the SAM at a calibration site with a metal ground plane |
71 | 7.5 Parameters for specifying antenna phase centre and position 7.5.1 General |
72 | 7.5.2 Reference position and phase centres of LPDA and hybrid antennas |
73 | Figure 13 – Separation distance relative to the phase centre of an LPDA antenna |
75 | 7.5.3 Phase centres of horn antennas Figure 14 – LPDA antenna with a tapered curved geometry Table 8 – Parameters used to determine phase centres of segments A and B |
76 | Figure 15 – Separation distance with respect to the phase centre of horn antennas (see [49] for details) |
77 | 8 Details for TAM, SAM, and SSM calibration methods for frequencies of 30 MHz and above 8.1 General 8.2 Considerations for Fa calibrations using TAM 8.2.1 General considerations 8.2.2 Calibration site and antenna set-up considerations for use with the TAM Figure 16 – Schematic of a DRH showing relative locations of field point and phase centre of the DRH |
79 | 8.2.3 Antenna parameters for a free-space environment or a ground-plane site |
80 | 8.2.4 Validation of calibration method 8.3 Considerations for Fa calibrations using the SAM 8.3.1 General considerations and calibration site for use of the SAM |
81 | 8.3.2 Calibration procedures and antenna set-ups for Fa by the SAM 8.3.3 Parameters of the STA |
82 | 8.4 SSM calibrations at a ground-plane site, 30 MHz to 1 GHz 8.4.1 General considerations and calibration site for SSM |
83 | 8.4.2 Calibration procedure for SSM 8.4.3 Calculation of Fa |
84 | 8.4.4 Uncertainties of Fa obtained using SSM Table 9 – Example measurement uncertainty budget for Fa of a horizontally-polarized biconical antenna measured by the SSM |
85 | 9 Calibration procedures for specific antenna types for frequencies of 30 MHz and above 9.1 General 9.2 Calibrations for biconical and hybrid antennas in a free-space environment for 30 MHz to 300 MHz, and tuned dipoles for 60 MHz to 1 000 MHz 9.2.1 General considerations and calibration site requirements 9.2.2 Calibration procedure and antenna set-up for use with the SAM |
86 | 9.2.3 Uncertainties of Fa determined by the SAM |
87 | Table 10 – Example measurement uncertainty budget for Fa of a biconical antenna measured by the SAM in a FAR over the frequency range 30 MHz to 300 MHz |
88 | 9.2.4 Antenna set-up for use with the TAM (alternative) 9.3 Calibration of biconical (30 MHz to 300 MHz) and hybrid antennas, using the SAM and VP at a ground-plane site 9.3.1 General considerations and calibration site requirements Table 11 – Example measurement uncertainty budget for Fa of a tuned dipole antenna obtained by the SAM in a FAR at a free-space calibration site, using a calculable tuned dipole as the STA in the frequency range above 60 MHz |
89 | 9.3.2 Calibration procedure and antenna set-up |
90 | 9.3.3 Uncertainties of Fa determined with the SAM Figure 17 – Biconical antenna set-up for SAM using vertical polarization, showing the paired monocone antenna and an example collapsible-element biconical AUC |
91 | 9.4 Calibration of LPDA, hybrid, and horn antennas in a free-space environment,200 MHz to 18 GHz 9.4.1 General considerations and calibration site for a free-space environment Table 12 – Example measurement uncertainty budget for Fa of a biconical antenna measured using the SAM for vertical polarization over the frequency range 30 MHz to 300 MHz |
93 | 9.4.2 Calibrations using the TAM Figure 18 – Test set-up for the calibration of LPDA and hybrid antennas positioned at a large height |
94 | 9.4.3 Antenna set-up for use with the SAM 9.4.4 Alternative antenna set-up for site with absorber on the ground Table 13 – Example measurement uncertainty budget for Fa of LPDA and hybrid antennas measured by the TAM at 4 m height for the frequency range 200 MHz to 3 GHz |
95 | 9.5 Calibration of horn and LPDA antennas in a FAR, 1 GHz to 18 GHz 9.5.1 Calibration using the TAM Figure 19 – Set-up for LPDA antennas above absorber |
96 | Figure 20 – Set-up for transmission measurements using a network analyzer |
98 | 9.5.2 Calibration and antenna set-up for the SAM Table 14 – Example measurement uncertainty budget for Fa of a horn antenna measuredby the TAM above 1 GHz for 3 m separation in free space |
99 | Annexes Annex A (informative) Background information and rationale for the methods of antenna calibration A.1 Rationale for the need for several calibration methods and for use of a ground-plane site |
100 | A.2 Special measures for calibration of omnidirectional antennas A.2.1 General |
101 | A.2.2 Difficulties with calibration of omnidirectional antennas A.2.3 Minimizing reflections from antenna supports and radiation from cables |
102 | A.2.4 Field taper and monocone set-up for VP biconical calibration |
103 | A.2.5 Use of HP or VP in a FAR A.2.6 Substitution where the STA is the same model as the AUC A.3 Calibrations using broadband calculable dipole antennas A.3.1 Disadvantages of tuned dipole antennas |
104 | A.3.2 Advantages of broadband calculable dipole antennas A.3.3 Disadvantages of calculable dipole antennas A.4 Rationale for Fa and biconical/LPDA antenna cross-over frequency A.4.1 Rationale for Fa |
105 | A.4.2 Cross-over frequency from biconical to LPDA antennas A.4.3 Biconical element designs |
106 | A.5 Sources of increased uncertainty in measurement of Fa by the SSM |
107 | Figure A.1 – Illustration of the angles of the electromagnetic rays subtended from the scanned LPDA antenna to the fixed height LPDA antenna and to the ground plane |
108 | A.6 Calibration of LPDA antennas using smaller separation distances A.6.1 Calibration of LPDA antennas using smaller separation distances Figure A.2 – Fa of biconical antenna with 200 Ω balun measured by the VP method of 9.3, and by the SSM method of 8.4 without correction Figure A.3 – Fa of biconical antenna with 200 Ω balun measured by the VP method of 9.3, and by the SSM method of 8.4 with correction |
109 | A.6.2 Correction of electric field strength to account for phase centre of LPDA antennas |
110 | A.7 Cross-polar discrimination of LPDA antennas Figure A.4 – Separation distance relative to the phase centre of an LPDA antenna |
111 | A.8 Tips for measurement instrumentation A.8.1 Signal-to-noise ratio |
112 | Figure A.5 – Statistical properties of multiple S21 sweeps (minimum, maximum, and mean value) Figure A.6 – Standard deviation of S21 |
113 | A.8.2 Connector pin depth A.8.3 Effect of added adaptor in a “cable-through” measurement Figure A.7 – Normalized standard deviation of S21 Table A.1 – Example type N male and female connector pin depths and tolerances using a type N pin-depth gauge |
114 | A.8.4 Compression level A.8.5 Source power slope function above 6 GHz A.8.6 Frequency increment for detection of resonances A.8.7 Return loss or VSWR Table A.2 – Typical type N adaptor characteristics |
115 | A.9 Uncertainty considerations A.9.1 General A.9.2 Achievable uncertainties for Fa A.9.3 Uncertainties of dipoles above a ground plane |
116 | A.9.4 Verification of uncertainty by comparison of methods |
117 | Annex B (normative) Calibration of biconical antennas and tuned dipole antennas above a ground plane using the TAM and the SAM B.1 General B.2 Characteristics of biconical antennas and dipole antennas B.3 Frequencies |
118 | B.4 Measurement of Fa(h,p) of biconical and tuned dipole antennas and derivation of Fa by averaging Fa(h,p), 30 MHz to 300 MHz B.4.1 General B.4.2 Measurement of Fa(h,H) by the SAM and derivation of Fa Table B.1 – Antenna set-up for the SAM fortuned dipole antennas with averaging of Fa(h,H) |
119 | Table B.2 – Antenna set-up for the SAM forbiconical antennas with averaging of Fa(h,H) Table B.3 – Example measurement uncertainty budget for Fa(h,H) of a biconical antenna measured by the SAM over the frequency range 30 MHz to 300 MHz |
121 | B.4.3 Measurement of Fa(h,H) by the TAM and derivation of Fa Table B.4 – Example measurement uncertainty budget for Fa of a biconical antenna obtained by the SAM with averaging of Fa(h,H) in the frequency range below 300 MHz |
122 | Table B.5 – Example measurement uncertainty budget for Fa(h,H) of a biconical antenna obtained by the TAM with the antenna set-up specified in Table B.2 Table B.6 – Example measurement uncertainty budget for Fa of a biconical antenna obtained by the TAM with averaging of Fa(h,H) in the frequency range below 300 MHz |
123 | B.5 Measurement of Fa of tuned dipoles placed high above a ground plane in the frequency range 30 MHz to 1 000 MHz B.5.1 General B.5.2 Measurement of Fa by the SAM |
124 | Table B.7 – Antenna set-ups for the SAM for determining Fa of tuned dipole antennas at specific frequencies in the range 30 MHz to 1 000 MHz |
125 | B.5.3 Measurement of Fa by the TAM Table B.8 – Example measurement uncertainty budget for Fa of a tuned dipole antenna obtained by the SAM using the antenna set-ups specified in Table B.7 |
126 | Table B.9 – Example measurement uncertainty budget for Fa of a tuned dipole antenna obtained by the TAM using the antenna set-ups specified in Table B.7 |
127 | Annex C (informative) Rationale for the equations used in antenna calibration and relevant information about antenna characteristics for uncertainty analysis in the frequency range 30 MHz to 1 GHz C.1 General C.2 Antenna factor and antenna gain C.2.1 Relationship between AF and gain for antennas in a free-space environment |
128 | Figure C.1 – Simplified model of a receive antenna |
129 | C.2.2 Relationship between AF and gain for monopole antennas on a large ground plane C.3 Equations for the insertion loss between antennas C.3.1 Site insertion loss measured at a free-space calibration site |
130 | Figure C.2 – Insertion loss measurement for antenna calibration at a free-space calibration site |
131 | C.3.2 Site insertion loss measured at a metal ground-plane site |
132 | Figure C.3 – Insertion loss measurement for antenna calibration at a calibration site with a metal ground plane |
133 | C.3.3 Site attenuation measured at a metal ground-plane site |
134 | C.4 Uncertainty contribution caused by near-field effects |
135 | C.5 Uncertainty contribution due to the antenna proximity coupling Figure C.4 – Comparison of field strength given by Equation (C.17) versus in near-field region given by Equation (C.31) |
137 | C.6 Uncertainty contribution due to the ground plane reflection C.6.1 Coupling to image in ground plane Figure C.5 – Theoretical calculations of proximity coupling effects on the AF from the TAM (free-space conditions) |
138 | Figure C.6 – Deviation of AF from free-space value, Fa, caused bymutual coupling to the image in a metal ground plane (theoretical results) |
139 | Figure C.7 – Variation of Fa(h,H) of biconical antenna with 50 Ω balun, 30 MHz to 320 MHz at heights every 0,5 m above a ground plane from 1 m to 4 m Figure C.8 – AF of Figure C.7 normalized to free-space AF |
140 | Figure C.9 – Variation of Fa(h,H) of biconical antenna with 200 Ω balun,30 MHz to 320 MHz at heights every 0,5 m above a ground plane from 1 m to 4 m Table C.1 – Examples of the antenna height range h for horizontal polarization for an error ≤ 0,3 dB |
141 | C.6.2 Correction factors ΔFa,SSM for Fa of biconical antenna Table C.2 – Correction factors ΔFa,SSM to convert AF measured by SSM to Fa |
142 | C.7 Uncertainty contribution due to the antenna radiation pattern C.7.1 General Figure C.10 – Diagram of one triangular section of a biconical antenna element Table C.3 – Mechanical dimensions for the biconical antenna [52] |
143 | C.7.2 Biconical antennas C.7.3 LPDA antennas Figure C.11 – Examples of radiation patterns (relative realized gain) of two example biconical antennas compared to ideal half-wave tuned dipole antenna |
144 | C.7.4 Hybrid antennas Figure C.12 – Examples of radiation patterns (relative realized gain) of three example LPDA antennas, compared to ideal half-wave tuned dipole antenna |
145 | C.7.5 Horn and LPDA antennas from 1 GHz to 18 GHz Figure C.13 – Examples of radiation patterns (relative realized gain) of an example hybrid antenna, compared to ideal half-wave tuned dipole antenna |
146 | Figure C.14 – Example radiation patterns for classical DRH antenna Figure C.15 – Example radiation patterns for novel DRH antenna |
147 | Figure C.16 – Example radiation patterns for classical LPDA antenna Figure C.17 – Example radiation patterns for V-type LPDA antenna |
148 | Annex D (informative) Background information and rationale for calibration of antennas at frequencies above 1 GHz D.1 Mismatch uncertainty D.2 Mutual coupling between antennas and chamber reflection D.3 Antenna separation distance and phase centre |
149 | Figure D.1 – Relative phase centres of a DRH antenna and an LPDA antenna |
150 | D.4 Example gain of DRH at 1 m distance Figure D.2 – A transmission system between a horn antenna and an LPDA antenna Figure D.3 – Measured AFs of a DRH antenna at 4,5 GHz |
151 | Figure D.4 – Graph showing the realized gain at 1 m for a DRH antenna |
152 | Annex E (informative) Notes for measurement uncertainty budgets E.1 General E.2 Notes for measurement uncertainty budgets |
155 | Figure E.1 – Comparison of measured and predicted SILfor calculable dipole antenna – 60 MHz element Figure E.2 – Comparison of measured and predicted SIL forcalculable dipole antenna – 180 MHz element |
159 | Figure E.3 – Reflectivity of chamber absorbing materials |
160 | Figure E.4 – Laser alignment system |
161 | Annex F (informative) Mismatch uncertainties from a two-port device connected between a transmit port and a receive port Figure F.1 – Flow graph representation of a two-port device between a transmit port and a receiver port Figure F.2 – Signal flow reduction |
163 | Annex G (informative) Verification method for calibration of monopole antennas and uncertainty analysis of the ECSM G.1 Verification method for calibration of monopole antennas by the plane wave method from 5 MHz to 30 MHz G.1.1 Calibration procedure |
164 | G.1.2 Uncertainty evaluation for the calibration of monopole antennas by the plane wave method G.2 Uncertainty analysis of the ECSM G.2.1 Effect of rod length longer than (/8 Figure G.1 – Diagram showing how the brass rod connects to the type N male bulkhead connector Table G.1 – Example measurement uncertainty budget for Fa of a monopole antenna measured by the SAM |
165 | Figure G.2 – Graph of the magnitude of the tan(…) ratio term in Equation (4) of 5.1.2.2 Figure G.3 – Graphical presentation of Equation (4) of 5.1.2.2 self-capacitance Ca of a 1 m monopole |
166 | G.2.2 Effect on AF of monopole antenna mounted on a tripod Figure G.4 – Graphical presentation of Equation (5) of 5.1.2.2 height correction factor Lh |
167 | G.2.3 Monopole antenna receiving an electric field G.2.4 Equivalent capacitance substitution method (ECSM) Figure G.5 – Calibration set-up consisting of a biconical and a loop antenna, and an elevated monopole antenna with vertical feed wires Figure G.6 – Equivalent circuit representation for a monopole antenna system |
168 | Figure G.7 – Monopole antenna calibration using the ECSM Figure G.8 – Equivalent circuit representation for the ECSM |
169 | G.2.5 Uncertainties associated with the ECSM Figure G.9 – Simplified circuit representation for Figure G.8 |
171 | G.2.6 An alternative to the dummy antenna, for which Fac = VD – VL Figure G.10 – Circuit for dummy antenna simulating the effects of the antenna effective height, he |
172 | Annex H (informative) Helmholtz coil method for calibration of loop antennas up to 150 kHz H.1 Measurement procedure Figure H.1 – Diagram of Helmholtz coil method set-up |
174 | H.2 Uncertainties Figure H.2 – Variation of H/I across the central plane between the coils |
175 | Table H.1 – Example measurement uncertainty budget for FaH of a loop antenna measured by the Helmholtz coil method for the frequency range 50 kHz to 150 kHz |
176 | Bibliography |