Reverberation Chambers for EM Applications Christopher L. Holloway - - PowerPoint PPT Presentation

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Reverberation Chambers for EM Applications Christopher L. Holloway - - PowerPoint PPT Presentation

Reverberation Chambers for EM Applications Christopher L. Holloway John Ladbury, Galen Koepke, and Dave Hill National Institute of Standards and Technology Electromagnetics Division Boulder, Colorado 303-497-6184, email:


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SLIDE 1

Reverberation Chambers for EM Applications

Christopher L. Holloway

John Ladbury, Galen Koepke, and Dave Hill National Institute of Standards and Technology Electromagnetics Division Boulder, Colorado 303-497-6184, email: holloway@boulder.nist.gov

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SLIDE 2

OPEN AREA TEST SITES (OATS)

Problems:

Ambients Reflections Scanning Interference Positioning

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SLIDE 3

TEM

Problems:

High Frequencies Reflections Test Volume Positioning

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SLIDE 4

GTEM

Problems:

Test Volume Uniformity Along Cell Positioning

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SLIDE 5

ANECHOIC CHAMBER

Problems:

Low Frequencies Reflections Positioning

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SLIDE 6

REVERBERATION CHAMBER

Why use reverberation chamber?

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SLIDE 7

The Classical OATS Measurements

The classic emissions test and standard limits (i.e, testing a product above a ground plane at a specified antenna separation and height) have their origins in interference problems with TV reception.

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SLIDE 8

Emissions Test Standard Problem

One problem with the emissions test standard is that it is based on an interference paradigm (interference to terrestrial broadcast TV) that is, in general, no longer valid nor realistic today. In a recent report, the FCC indicated that 85 % of US households receive their TV service from either cable, direct broadcast satellite (DBS), or other multichannel video programming distribution service, and that only a small fraction of US households receive their TV via direct terrestrial broadcast. Coupling to TV antennas designed to receive terrestrial broadcast may no longer be an issue.

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SLIDE 9

EMC Environment Today

  • In recent years, a proliferation of communication devices that are subject to

interference have been introduced into the marketplace.

  • Today, cell phones and pagers are used in confined offices containing personal

computers (PCs). Many different products containing microprocessors (e.g., TVs, VCRs, PCs, microwave ovens, cell phones, etc.) may be operating in the same room.

  • Different electronic products may also be operating within metallic enclosures

(e.g., cars and airplanes). The walls, ceiling, and floor of an office, a room, a car, or an airplane may or may not be highly conducting.

  • Hence, emissions from electric devices in these types of enclosures will likely

be quite different from emissions at an OATS. In fact, the environment may more likely behave as either a reverberation chamber or a free space environment.

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SLIDE 10

Where Should We Test?

  • Thus, would it not be better to perform tests more appropriate to

today's electromagnetic environment?

  • Tests should be Shielded, Repeatable, Simple, Inexpensive, Fast,

Thorough, …

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SLIDE 11

Commercial Solutions…

  • Stirrer
  • Turntable
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SLIDE 12

Reverberation Chamber

D-U-T Transmit Antenna Receive Antenna Probe(s)

Signal Generator Amplifier Directional coupler Power Meter(s) etc. Motor Control Control and Monitoring Instrumentation for Device-under-test Receive Instrumentation: Spectrum Analyzer Receiver, Scopes Probe System etc.

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SLIDE 13

Fields in a Metal Box (A Shielded Room)

  • In a metal box, the fields have well defined modal field distributions.

Locations in the chamber with very high field values Locations in the chamber with very low field values Frozen Food

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SLIDE 14

Fields in a Metal Box with Small Scatterer

In a metal box, the fields have well defined modal field distributions. Small changes in locations where very high field values occur Small changes in locations where very low field values occur

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SLIDE 15

Fields in a Metal Box with Large Scatterer (Paddle)

Large changes in locations where very high field values occur Large changes in locations where very low field values occur In fact, after one fan rotation, all locations in the chamber will have the same maxima and minima fields.

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SLIDE 16

Stirring Method

TIME DOMAIN Click to play paddle rotation 750MHz Paddle

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SLIDE 17

Field Variations with Rotating Stirrer

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SLIDE 18

Reverberation Chamber: All Shape and Sizes

Large Chamber Small Chamber Moving walls

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SLIDE 19

Reverberation Chamber with Moving Wall

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SLIDE 20

Original Applications

  • Radiated Immunity

components large systems

  • Radiated Emissions
  • Shielding

cables connectors materials

  • Antenna efficiency
  • Calibrate rf probes
  • RF/MW Spectrograph

absorption properties

  • Material heating
  • Biological effects
  • Conductivity and

material properties

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SLIDE 21

Wireless Applications

  • Radiated power of mobile phones
  • Gain obtained by using diversity antennas in fading environments
  • Antenna efficiency measurements
  • Measurements on multiple-input multiple-output (MIMO) systems
  • Emulated channel testing in Rayleigh multipath environments
  • Emulated channel testing in Rician multipath environments
  • Measurements of receiver sensitivity of mobile terminals
  • Investigating biological effects of cell-phone base-station RF

exposure

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SLIDE 22

Fundamentals

  • A Reverberation Chamber is an electrically large,

multi-moded, high-Q (reflective) cavity or room.

  • Electromagnetic theory using mode or plane-wave

integral techniques provides several cavity field properties (mode density, Q and losses, E2, etc.)

  • Changing boundary conditions, antenna or probe

location, or frequency will introduce a new cavity environment to measure (sample)

  • The composite effects of multiple cavity

electromagnetic environments are best described by statistical models

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SLIDE 23

Sampling Considerations

  • How many samples do we need?

time / budget constraints acceptable uncertainties standards may dictate

  • Sampling rates may not be identical

equipment-under-test instrumentation probes

  • How long to dwell at each sample?
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SLIDE 24

Sampling Considerations

  • How are samples generated?

change boundary conditions change device-under-test and antenna locations change frequency (bandwidth limits)

  • Samples must be independent

Changes are ‘large enough’

  • Measurement time proportional to number of

samples (time = $$)

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SLIDE 25

Sampling Considerations

Techniques to Generate Samples

  • Mechanical techniques

Paddle(s) or Tuner(s)

  • stepped (tuned)
  • continuous (stirred)

Device-under-test and antenna position Moving walls (conductive fabric, etc.)

  • Electrical techniques (immunity tests)

Frequency stirring

  • stepped or swept
  • random (noise modulation)
  • Hybrid techniques
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SLIDE 26

Measurement Procedures

Calibrate and Initialize system Establish Fields in Chamber Measure response of EUT, probes, receive antenna, etc. Generate new environment i.e. move paddle move antennas change frequency, etc. END <N =N

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SLIDE 27

EM Applications

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SLIDE 28

HIDING Emission Problems

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SLIDE 29

YOU CANNOT HIDE IN Reverberation Chamber

In reverberation chambers you cannot hide emission problems. Reverberation chambers will find problems.

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SLIDE 30

Unethical Practices

  • The current measurement methodologies of a product can

easily miss radiation problem of a products.

  • That is, energy propagation in a direction that a received

antenna would miss.

  • Not to suggest that companies would be unethical, but we

have been told the individuals have setup products for emission measurements in such a manner to ensure that emission problems would not be detected.

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SLIDE 31

Unethical Practices

  • Secondly, not to suggest companies are unethical once can,

but we have also been told that some individual have lists

  • f OATS around the world with their corresponding

ambient noise sources.

  • Thus, if one had a product that has an emission problem at

frequency “x”, and it is known that one particular OATS at some site in the world as a ambient noise problem at the same frequency “x”, then a product could be tested and possible certified on the OATS, in which the product emission problems would not showing up.

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SLIDE 32

One Possible Solution

  • These two possible ways of hiding emission problems

cannot be accomplished in a reverberation chamber.

  • In reverberation chambers you cannot hide emission

problems.

  • Reverberation chambers will find problems.
  • If reverberation chambers are to be used, new standards are

needed.

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SLIDE 33

EMISSION LIMITS

200 400 600 800 1000

Frequency (MHz)

0.0E+0 1.0E-4 2.0E-4 3.0E-4 4.0E-4 5.0E-4 6.0E-4

| Emax | (V/ m) Class A: based on 10 m separation Class B: based on 3 m separation

  • Devices and/or products are tested for emissions to ensure that electromagnetic field strengths emitted

by the device and/or product are below a maximum specified electric (E) field strength over the frequency range of 30 MHz to 1 GHz.

  • These products are tested either on an open area test site (OATS) or in a semi-anechoic chamber.
  • Products are tested for either Class A (commercial electronics) or Class B (consumer electronics) limits,

Class A equipment have protection limits at 10 m, and Class B equipment have protection limits at 3 m.

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SLIDE 34

Total Radiated Power for Reverberation Chambers

100 200 300 400 500 600 700 800 900 1000

Frequency (MHz)

  • 65
  • 60
  • 55
  • 50
  • 45
  • 40

Ptotal (dBm)

Class A: based on 10 m separation Class B: based on 3 m separation Class A: average limit Class B: average limit

Holloway et al., IEEE EMC Symposium

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SLIDE 35

Emission Measurements

200 300 400 500 600 700 800 900 1000

Frequency (Hz)

  • 60
  • 56
  • 52
  • 48
  • 44

E-field (dBV/ m) Reverb Chamber OATS

Relate total radiated power in reverberation chambers to measurements made on OATS with dipole correlation algorithms.

Spherical Dipole

200 400 600 800 1000

Frequency (Hz)

  • 64
  • 60
  • 56
  • 52
  • 48

E-field [dBV/ m] Reverb Chamber Anechoic Chamber

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SLIDE 36

Emissions Measurements of Devices

Total Radiated Power Comparison Max Field Comparison

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SLIDE 37

Shielding Properties of Materials

The conventional methods uses normal incident plane-waves, i.e., Coaxial TEM fixtures.

E

i

E

t

⎟ ⎟ ⎠ ⎞ ⎜ ⎜ ⎝ ⎛ − =

i t

P P Log SE

10

10 However, these approaches determine SE for only a very limited set of incident wave conditions. In most applications, materials are exposed to complex EM environments where fields are incident on the material with various polarizations and angles of incidence. Therefore, a test methodology that better represents this type of environment would be beneficial.

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SLIDE 38

Nested Reverberation Chamber

Sample

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SLIDE 39

Nested Reverberation Chamber

⎟ ⎟ ⎠ ⎞ ⎜ ⎜ ⎝ ⎛ − =

ns in tx s in tx s in rQ ns in rQ s

  • r

ns

  • r

ns in r s in r

P P P P P P P P Log SE

, , , , , , , , , , , , , , , , 10 3

10

C.L. Holloway, D. Hill, J. Ladbury, G. Koepke, and R. Garzia, “Shielding effectiveness measurements of materials in nested reverberation chambers,” IEEE Trans. on Electromagnetic Compatibility, vol. 45, no. 2, pp. 350-356, May, 2003.

Sample

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SLIDE 40

Nested Reverberation Chamber

1 10

Frequency (GHz)

10 20 30 40 50 60 70 80

SE (dB)

a

Material 1 Material 2 Material 3 Material 4 1 10

Frequency (GHz)

10 20 30 40 50 60 70 80 90

SE (dB)

a

Material 2: with coating Material 2: with no coating

1 10

Frequency (GHz)

10 20 30 40 50 60 70 80 90

SE (dB)

a

SE3: Chamber A SE3: Chamber B SE1: Chamber A SE1: Chamber B

Different Materials Different Chamber Sizes Edge Effects

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SLIDE 41

Loading Effects: Rat in a Cage

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SLIDE 42

Research Goal

  • To provide a way to gain

intuition into loaded chamber responses to better help measurements

  • Ultimately correlate

measured and modeled data, and use models to predict what we cant measure.

  • Develop a fast and efficient

numerical code to explore multiple chamber

  • topologies. (FDTD)

Descritize in to FDTD Grid Predict Stirred Fields Computationally to give us insight into chamber measurements in a loaded environment Take Real System Simulate

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SLIDE 43

Measurements of Fake Rats

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SLIDE 44

Large Lossy Body

Lossy Body Configuration

Distributed Lossy Bodies Periodic Lossy Bodies

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SLIDE 45

Measuring Shielding for “small” Enclosures

Pout Pin SE= -10 Log(Pin / Pout ): with frequency stirring

reverb chamber “small” enclosure

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SLIDE 46

Problem with “small” Enclosures: Measuring the Fields Inside

  • The “rule-of thumb” for antennas positioning in a chamber is ½ wavelength

from the wall. This is because the tangential component of the E-field is zero are the wall. Thus, small monopole (or loop) probes attached to the wall can be used to determine the power in the center of a “small” enclosure.

  • However, Hill (IEEE Trans on EMC, 2005) has recently shown that the

statistics for the normal component of the E-field at the wall are the same for the field in the center of the chamber.

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SLIDE 47

Comparison with Different Reverberation Chamber Approaches

port 1 port 3 port 2 port 1 port 4 port 2 port 1 port 3 port 2 port 1 port 4 port 2

Mode-Stirred with a Horn Antenna: SE => S31 Mode-Stirred with a Monopole Antenna: SE => S41 Frequency Stirring with a Horn Antenna: SE => S31 Frequency Stirring with a Monopole Antenna: SE => S41

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SLIDE 48

Comparison with Different Approaches

2 4 6 8 10 12 14 16 18 20 1000 2000 3000 4000 5000 6000 7000 8000 9000 10000 Frequency (MHz) SE (dB)

mode_stirring_horn freq_stirring_horn mode_stirring_monopole freq_stirring_monopole

2 4 6 8 10 12 14 16 18 20 1000 2000 3000 4000 5000 6000 7000 8000 9000 10000 Frequency (MHz) SE (dB)

mode_stirring_horn freq_stirring_horn mode_stirring_monopole freq_stirring_monopole

2 4 6 8 10 12 14 16 18 20 1000 2000 3000 4000 5000 6000 7000 8000 9000 10000 Frequency (MHz) SE (dB)

mode_stirring_horn freq_stirring_horn mode_stirring_monopole freq_stirring_monopole

2 4 6 8 10 12 14 16 18 20 1000 2000 3000 4000 5000 6000 7000 8000 9000 10000 Frequency (MHz) SE (dB)

mode_stirring_horn freq_stirring_horn mode_stirring_monopole freq_stirring_monopole

(c) narrow slot aperture (a) open aperture (b) half-filled aperture (d) generic aperture

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SLIDE 49

Different Probe Lengths and Locations

5 10 15 20 25 30 35 40 45 50 3000 4000 5000 6000 7000 8000 9000 10000 11000 12000 Frequency (MHz) SE (dB)

Position 1, probe length=1.3 cm Position 2, probe length=1.3 cm Position 1, probe length=2.5 cm Position 2, probe length=2.5 cm

a=0.5 cm a=0.95 cm

5 10 15 20 25 30 2 2.5 3 3.5 4 Frequency (GHz) SE (dB) probe location 1 probe location 2 probe location 3 probe location 4

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SLIDE 50

Antenna Measurement:

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SLIDE 51

NIST Reverberation Chamber and Experimental Set-up

Dual-Ridged Horn used as receive antenna

Two paddles used

Antenna Under Test (AUT)

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SLIDE 52

Experimental Results to Compared to Horn Antenna

Results presented here are for relative total radiated power (RTRP) referenced to either a Horn or to a small Loop. For a Horn we have:

Horn AUT

P P Power Radiated Total =

where PAUT is the received power in the chamber when transmitting on the antenna under test (AUT), and PHorn is the received power in the chamber when transmitting on the horn. All antennas were connected to a 50 ohm cable, so results include both mismatch and efficiency (ohmic loss) effects.

If we assume the horn is the “best” antenna available, then these measurements will show how “well” an antenna is performing.

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SLIDE 53

Ten-Layer Spherical 612 MHz Structure

8 mm Loop for 612 MHz antenna 612 MHz antenna: loop with ten-layer spherical material

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SLIDE 54

Ten-Layer Spherical 612 MHz Structure

Comparison to Horn Comparison to Loops

  • 25
  • 20
  • 15
  • 10
  • 5

500 550 600 650 700 750 800 850 900 950 1000

Frequency (MHz) Total Radiated Power Relative to Horn (dB) Ten-Layer Spherical Structure 8 mm Loop for 612 MHz Antenna 32mm Loop Antenna

  • 10
  • 5

5 10 15 20 500 550 600 650 700 750 800 850 900 950 1000

Frequency (MHz) Total Radiated Power Relative to Loops (dB) Comparison to 8 mm Loop Comparison to 32 mm Loop

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SLIDE 55

Magnetic Antenna

New Magnetic Antenna Comparison to Horn Loop Antenna

  • 50
  • 45
  • 40
  • 35
  • 30
  • 25
  • 20
  • 15
  • 10
  • 5

5 200 250 300 350 400 Frequency (MHz) Total Radiated Power Relative to Horn (dB) Magnetic EZ-Antenna: Ground Plane-Center of Chamber Magnetic EZ-Antenna: No Ground Plane-Center of Chamber Magnetic EZ-Antenna: On Chamber Wall 3 cm Loop antenna

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SLIDE 56

Can NOT Measurement Directivity

  • 70
  • 60
  • 50
  • 40
  • 30
  • 20
  • 10

20 40 60 80 100 120 140 160 180 200 Location P (dBm) nor-xscan w/o material nor-xscan w metamaterial

Near-Field Antenna Tests

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SLIDE 57

Multipath Environments

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SLIDE 58

Multipath Environments

Extensive measurements have shown that when light of sight (LOS) path is present the radio multipath environment is well approximated by a Ricean channel, and when no LOS is present the channel is well approximated by a Rayleigh channel:

=

+ + + =

N n n n c n c LOS

t f f A t f A E

1

] ) ( 2 cos[ ) 2 cos( φ π π

The Amplitude of E is either Rayleigh or Ricean depending if a LOS path is present. Urban Environment Rural Environment

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SLIDE 59

Ricean K-factor

components scattered component direct k =

  • r

) ( 10 k Log K =

K=10 dB K=4 dB K=1 dB K= - dB (Rayleigh)

k-factor:

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SLIDE 60

Ricean K-factors and rms Delay Spreads Besides chancing the K-factor, we need to vary its decay rate.

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SLIDE 61

Standardization of Wireless Measurements

Can we use a reverberation chambers for a reliable and repeatable test facilities that has the capability of simulating any multipath environment for the testing of wireless communications devices? If so, such a test facility will be useful in wireless measurement standards.

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SLIDE 62

Reverberation Chambers are Natural Multipath Environments

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SLIDE 63

Typical Reverberation Chambers Set-up

Antenna pointing away from probe (DUT)

Paddle Transmitting Antenna metallic walls DUT

a a

A Rayleigh test environment

Can we generate a Ricean environment?

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SLIDE 64

Chamber Set-up for Ricean Environment

Antenna pointing toward (DUT)

We will show that by varying the characteristics of the reverberation chamber and/or the antenna configurations in the chamber, any desired Rician K-factor can be obtained.

Paddle DUT Transmitting Antenna metallic walls

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SLIDE 65

Reverberation Chamber Ricean Environment

2

2 3 r D Q V K λ =

It can be shown: see Holloway et al, IEEE Trans on Antenna and Propag., 2006.

Note:

  • We see that K is proportional to D. This suggests that if an antenna with a well defined antenna

pattern is used, it can be rotated with respect to the DUT, thereby changing the K-factor.

  • Secondly, we see that if r is large, K is small (approaching a Rayleigh environment);

if r is small, K is large. This suggests that if the separation distance between the antenna and the DUT is varied, then the K-factor can also be changed to some desired value.

  • Next we see that by varying Q (the chamber quality factor), the K-factor can be changed to some

desired value. The Q of the chamber can easily be varied by simply loading the chamber with lossy materials. Also, if K becomes small, the distribution approaches Rayleigh. Thus, varying all these different quantities in a judicious manner can result in controllable K-factor over a reasonably large range.

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SLIDE 66

Measured K-factor for Different Antenna Separation

Each set of curves represents a different distance of separation. The thick black curve running over each data set represents the K-factor obtained by using d determined in the anechoic chamber.

1.0E-04 1.0E-03 1.0E-02 1.0E-01 1.0E+00 1.0E+01 1.0E+02 1000 2000 3000 4000 5000 6000 7000 Frequency (MHz) K-factor

0.5 m 1 m separation 2 m separation

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SLIDE 67

Measured K-factor for Chamber Loading

The thick black curve running over each data set represents the K-factor obtained by using d determined in the anechoic chamber.

1.0E-02 1.0E-01 1.0E+00 1.0E+01 1.0E+02 1.0E+03 1000 2000 3000 4000 5000 6000 7000 Frequency (MHz) K-factor

2 pcs absorber 6 pcs absorber 0 pcs absorber

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SLIDE 68

Measured K-factor for Different Antenna Rotations

The thick black curve running over each data set represents the K-factor obtained by using d determined in the anechoic chamber. Each data set was taken at 1 m separation and with 4 pieces of absorber in the chamber.

1.0E-03 1.0E-02 1.0E-01 1.0E+00 1.0E+01 1.0E+02 1000 2000 3000 4000 5000 6000 7000 Frequeency (MHz) K-factor

90 degrees 30 degrees 0 degrees

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SLIDE 69

Measured K-factor for Different Antenna Polarizations

The thick black curve running over each data set represents the K-factor obtained by using d determined in the anechoic chamber. Each data set was taken at 1 m separation and with 4 pieces of absorber in the chamber.

1.0E-04 1.0E-03 1.0E-02 1.0E-01 1.0E+00 1.0E+01 1.0E+02 1.0E+03 1000 2000 3000 4000 5000 6000 7000 Frequency (MHz) K-factor

cross-polarized

45 degree polarization

co-polarized

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SLIDE 70

Simulating Propagation Environments with Different Impulse Responses and rms Delay Spreads

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SLIDE 71

S21 Measurements: Loading the Chamber

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SLIDE 72

Impulse Responses and Power Delay Profiles

Loading the Chamber

2

) ( ) ( t h PDP = τ

Power Delay Profile:

where h(t) is the Fourier transform of S21 (ω)

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SLIDE 73

rms Delay Spreads

∫ ∫

∞ ∞

− =

2

dt t P dt t P t

  • rms

) ( ) ( ) ( τ τ

∫ ∫

∞ ∞

= dt t P dt t tP

  • )

( ) ( τ

One characteristic of the PDP that has been shown to be particularly important in wireless systems that use digital modulation is the rms delay spread of the PDP: where τo is the mean delay of the propagation channel, given by

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SLIDE 74

rms Delay Spreads vs Threshold Levels

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SLIDE 75

Impulse Responses and rms Delay Spreads (200 MHz band filter on S21 data)

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SLIDE 76

rms Delay Spreads from Q measurements

2 2 2

1 1 1 2 2 2 ) ) (( ) ) ln( ( ) ( ) ( ln ) ln( K K Q

rms

+ − − + − + − + − − = α α α α α α ε α α α ω τ

where K is the k-factor and α threshold. Thus, once we have Q, we can estimate τrms

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SLIDE 77

Impulse Responses and rms Delay Spreads for Different Ricean K-factors

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SLIDE 78

BER Measurements - setup

Agilent 4438C Vector Signal Generator Agilent 89600 Vector Signal Analyzer External trigger Firewire connection to control VSA GPIB connection to control VSG Reverberation chamber

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SLIDE 79

BER Measurements BER for a 243 ksps BPSK signal BER for a 786 ksps BPSK signal

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SLIDE 80

BER Measurements

Demodulated 768ksps BPSK signal in I-Q diagram

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SLIDE 81

How Well Can we Simulate a Real Environment? Power Delay Profile in an oil refinery.

slide-82
SLIDE 82

How Well Can we Simulate a Real Environment? BER measurement in a laboratory.

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SLIDE 83

Wireless Measurements

  • 1. Reverberation chambers represent reliable and repeatable test

facilities that have the capability of simulating any multipath environment for the testing of wireless communications devices.

  • 2. Such a test facility will be useful in the testing of the operation and

functionality of the new emerging wireless devices in the future.

  • 3. Such a test facility will be useful in wireless measurements

standards.

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SLIDE 84

Summary

  • Reverberation chamber measurements are

thorough and robust.

  • Proper sampling techniques reduce

measurement uncertainties

  • Statistical models help minimize the

number of samples required

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SLIDE 85

Summary

  • Reverberation chambers capture radiated

power (total within the measurement bandwidth)

  • Results are insensitive to EUT placement in

the chamber

  • Results are independent of EUT or antenna

radiation pattern

  • Enclosed system free from external

interference

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SLIDE 86

Rome’s Old Chamber

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SLIDE 87

Rome’s New Chamber

slide-88
SLIDE 88

Rome’s New Chamber

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SLIDE 89

Reverberation Chamber Standards

  • International Standard IEC 61000-4-21:

Testing and measurement techniques – Reverberation chamber test methods