channel modelling –eti 085 antennas in real channels 8
TRANSCRIPT
Channel Modelling – ETI 085gLecture no: 88
AntennasAntennasMultiple antenna systemsp y
Fredrik TufvessonDepartment of Electrical and Information Technology
Lund University, [email protected]
2009-11-24 Fredrik Tufvesson - ETI 085 1
Antennas in real channels
• One important aspect is how the channel and antenna i t tinteract– The antenna pattern determines what the system sees
Delay spread and angular spread affected by the antenna pattern– Delay spread and angular spread affected by the antenna pattern
• The user may have a large influence on the behavior of theThe user may have a large influence on the behavior of the antenna– Change in antenna pattern– Change in efficiency – mismatch
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What do we mean by real channels?
At the mobile side:• Mock-up terminals (handsetsMock up terminals (handsets,
lap-tops) with antenna and casing
• Near-by scattering environments y g– User influence– Indoor environments– In vehicles
At the base station side:• Type of installation – roof-top, yp p,
wall mount.• Obstacles or buildings near-by
or obstructive to the installation
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Important antenna parameters
• DirectivitiyT t l i t i di ti d t t t l t itt d– Total power in a certain direction compared to total transmitted power
• EfficiencyradRη =
• Q-factorrad ohmic matchR R R
η =+ +
– Stored energy compared to dissipated energy• Mean effective gain
– Include influence of random channelInclude influence of random channel – Average received power compared to average received power by isotropic
antenna in real environmentP l i ti• Polarization
• Bandwidth
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Example, antenna pattern
2090
elevation 1090
elevation
10
20
30
6090
120
150
180 0
5
10
30
6090
120
150
180 0
210
240270
300
330
180 0
210
240270
300
330
180 0
270 270
2060
90120
Azimuth 10
6090
120
Azimuth
10
20
30
6090
120
150
180 0
5
10
30
6090
120
150
180 0
210
240270
300
330
180 0
210
240270
300
330
180 0
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3D antenna pattern
Gain
ElevationElevation
Azimuth
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Influence of a user
Talk mode Data mode
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Common antenna types
• Linear antennas (dipole, monopole)
• Helical antennas
• Microstrip antennas
• PIFA and RCDLA antennas
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Linear antennas
• Hertzian dipole (short dipole)– Antenna pattern:
GainG, sin
– Gain
• λ/2 dipoleGmax 1.5
λ/2 dipole– Pattern
G, cos
2cos
i
– Gain
, sin
G 1 64Gmax 1.64
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Helical antenna
• Combination of loop antenna and linear antenna– If dimensions much smaller than wavelength, behaves like linear
antenna– Bandwidth efficiency and radiation resistance increase withBandwidth, efficiency, and radiation resistance increase with
increasing h
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Microstrip antennas
• Dielectric substrate with ground plane on one side, and t lli t h th thmetallic patch on the other
• Properties determined by Sh f t h i t b t l t– Shape of patch: size must be at least
– Dielectric properties of substrate
L 0.5substrate
Dielectric properties of substrate
• Advantages:substrate 0 / r
g• Small; can be manufactured cheaply• feedlines can be manufactured on same substrate as antenna
b i t t d i t th MS ith t ti ki t f th i• can be integrated into the MS, without sticking out from the casing
• Drawbacks:• Low bandwidth
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Low bandwidth• Low efficiency
PIFA and RCDLA
• PIFA (Planar inverted F antenna)
• RCDLA (Radiation-coupled dual-L antenna
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Mobile station antennas
Monopole Helix Patch
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Impact of user on MS antenna
The efficiency depends on many parameters, but a very importantone is its environment. Below you can see differences in antennaefficiency for 42 test persons holding the mobile.
Up to around 10 pdB difference, depending on
personperson.
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Multiband antennas
• For many applications, different wireless services need to b dbe covered
• Example: cellular handsetGSM 900– GSM 900
– GSM 1800– GSM 1900GSM 1900– Bluetooth
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Base station antennas
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Courtesey: Andrew Corp.
Base station antennas
Base station antenna pattern affected by the mast (30 cm from antenna).
Narrowtmast
5 cmdiamdiam.mast
10 cmdiam.mast
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Base station antennas
Base station antenna pattern affected by a concrete foundation.
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Multiple antenna systems
• What are MIMO systems?A MIMO system consists of several antenna elements, plus adaptive signal processing, at both transmitter and receiver, the combination of which exploits the spatial dimension of the mobile radio channelwhich exploits the spatial dimension of the mobile radio channel.
Transmitter ReceiverChannel
H1,1
H2 1A t 1
Antenna 1
Antenna 2H2,1
Hn,1TAntenna 1
Antenna 2
H
SignalprocessingData source
Signalprocessing Data sink
Antenna nT
Antenna nR
H1,nR
H2,nR
Hn,T nR
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Benefits
• We can gain– higher capacity (bits/s/Hz) g p y ( )
spectrum is expensive; number of base stations limited– better transmission quality– increased coverage– improved user position estimation
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Goals of MIMO
• increase power• beamformingArray gain • beamformingay ga
Diversity
• mitigate fading• space-time coding
Diversity
space time coding
S ti l lti l i • multiply data rates• spatially orthogonal channels
Spatial multiplexing
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Goals of MIMO
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Array gain• Directional antennas have gain• Received power:• Received power:
PR=GTGRPT(λ/4πd)2
• Mobile station moves → always follow user with main beam of yBS; point main beam of MS to BS
MS
BScell withomni-antenna
cell with directionalantenna
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antenna
Diversity vs. beamformingDiversity: statistical independence of elementsBeamforming: coherence between elementsg
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Spatial multiplexing
• Each MPC can carry independent data stream• Beamforming view:
– TX antenna “targets” energy onto one scatterer RX t i l f th t di ti– RX antenna receives only from that direction
• Capacity goes linearly with number of antennas
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History
• Diversity:– Receive diversity: since 1940s– Transmit diversity: early 1990s
• Wittneben; Winters
– Space-time codes in late 1990s• Tarokh et al.; Alamouti
• Spatial multiplexing:• Spatial multiplexing:– Invented by Winters 1987– Theoretical treatment in mid-1990s
• Paulraj; Foschini&Gans; Telatar; Raleigh and Cioffi
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Signal modelTransmitterPower P
Receiver
Antenna 1
H1,1
H2,1Hn,1T
Antenna 1Antenna 2
RXAntenna 2
TXRX
Antenna nR
H1,nR
H2,nR
Hn,T nR
Antenna nT
γ...SNR at each receiver branchH...transfer function
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Narrow-band vs broad-band models• Narrow-band matrix channel H ....nR x nT
r = Hs + n
r [r r r ] T n 1 recei e signal ectorr = [r1 r2 ... rnR] T ..... nR x 1 receive signal vector
s = [s1 s2 ... snT] T.... nT x 1 transmit signal vector
n ... noise vector with E[n n H] = σn2 I nR
ideally H assumed i i d
B d b d h l t i t i f
ideally H assumed i.i.d.
• Broad-band channel matrix entries are frequency dependentH H ( )
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H i,k = H i,k (ω)
Capacity formula
• Instantaneous channel characterized by matrix H• Shannon’s formula (for two-dimensional symbols):
HzsbitsHC //)||1(log 22 γ+=
• Foschini’s formula:
HzsbitsC H //detlog2 ⎟⎟⎞
⎜⎜⎛
⎥⎤
⎢⎡
+= HHI γ Hzsbitsn
CT
nR//detlog2 ⎟
⎟⎠
⎜⎜⎝
⎥⎦
⎢⎣
+ HHI
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Capacity in realistic channels
Influence of various effects:• Correlation: LOS component, small angular spread• Keyholes: uncorrelated components, but low-rank transfer
matrix• Frequency selectivity: gives additional diversity• Limited number of effective scatterers
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Channel knowledge is important for the system
• Channel knowledge at RX– unknown– known (estimated or perfect)
Channel knowledge at TX• Channel knowledge at TX– unknown (no channel state information, CSI)– average CSI knownaverage CSI known– instantaneous CSI known (estimated or perfect)
Different strategies for different combinations!
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Mobile Feedback based CSI
• MS estimates hDLclosed loop control:feed h or w back
• Drawbacks:
• Feedback of DL channel parameters (hDL or wDL)
feed hDL or wDL back
• Drawbacks:– Reduces spectral
efficiency– Feedback errors (noise,
quantization)– Sensitivity to
UL
DL• high mobile speed• terminal implementation Estimate:
hDL
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