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ESA UNCLASSIFIED - For Official Use
ESA’s Deep Space Antennas
Dr. Peter Droll, ESA
MetConf 19 – 24 Sept. 2016Green Bank, WV, USA
Peter Droll | 16/09/2016 | Slide 2
ESA UNCLASSIFIED - For Official Use
Outline
1. ESA’s Deep Space Antenna Network2. Characteristic of the 35m Beam Wave Guide Antennas3. Pointing Error Model and Pointing Calibration System4. Pointing Performance5. Ka-Band Rx-Tx Beam Offset Generation and Performance
Peter Droll | 16/09/2016 | Slide 3
ESA UNCLASSIFIED - For Official Use
ESA’s Deep Space Antenna Network
DSA1 (New Norcia)Australia
DSA2 (Cebreros)Spain
DSA2 (Malargue)Argentina
Antennas are remote controlled from control
centre at ESOC, Germany
Peter Droll | 16/09/2016 | Slide 4
ESA UNCLASSIFIED - For Official Use
Missions supported by ESA’s 35 m Antennas
Peter Droll | 16/09/2016 | Slide 5
ESA UNCLASSIFIED - For Official Use
Characteristic of the 35m BWG Antennas
Operational Frequency Bands Up to 32 GHz, Feeds with cryogenically cooled LNAs (X-Band, Ka-Band)
Uplink 20 kW Klystron amplifier @ X-Band500 W klystron amplifier @ Ka-Band
Main reflector surface accuracy < 0.30 mm RMS @ wind at 45/60km/hDynamic pointing accuracy (open loop pointing) to be achieved @ 99.7 % of time
≤ 5.5 mdeg @ wind 45 / 60 km/h≤ 6.5 mdeg @ wind 50 / 70 km/h≤ 20 mdeg @ wind 100 / 120 km/h
Lowest Antenna Eigenfrequency > 2 Hz
Peter Droll | 16/09/2016 | Slide 6
ESA UNCLASSIFIED - For Official Use
35m BWG Antenna I (DSA3)
Peter Droll | 16/09/2016 | Slide 7
ESA UNCLASSIFIED - For Official Use
35m BWG Antenna II
X-Rx/X-TXKa-Rx
Ka-Tx
Dichroic Mirrors
Mirror M5
Peter Droll | 16/09/2016 | Slide 8
ESA UNCLASSIFIED - For Official Use
Antenna Servo System
Servo Controller is based on fully digitally implemented Cascade Controller Structure:
a. P for position controllerb. PI controller for velocity controllerc. Identical controller structure for Az and El
Peter Droll | 16/09/2016 | Slide 9
ESA UNCLASSIFIED - For Official Use
Alignment of panels with theodolite and photogrammetry measurements
Peter Droll | 16/09/2016 | Slide 10
ESA UNCLASSIFIED - For Official Use
Surface Accuracy – Performance under worst case conditions
Source of surface error Surface accuracy [mm] RMS
Elevation angle [deg]
0 30 90
Panel ManufacturingPanel AlignmentGravity (dead weight)Wind (50/70 km/h)Temperature gradient (dT = 1K)
0.0810.0890.0800.0690.138
0.0810.0890.0690.1100.138
0.0810.0890.0230.0690.138
Gravity deformation (adjusted at 45O)Wind load (50/70 km/h)Temperature gradient
0.1180.1660.113
0.0340.1760.113
0.1380.1340.113
Total (RSS) 0.304 0.299 0.287
Measured w/o wind and thermal
Measured w/o wind and thermal
0.05
0.10
0.15
0.20
0.25
0.30
0 15 30 45 60 75 90Elevation Angle [deg]
Surf
ace
Acc
urac
y R
MS
[mm
]
Reflector -Panels Main-Reflector Total Total w/o wind and thermal
Simulation results and measurement results are combined to determine performance under worst case conditions.
Surface Error Budget for Main reflector surface accuracy.
Measured w/o
wind and thermal
Measured w/o
wind and thermal
0.05
0.10
0.15
0.20
0.25
0.30
0
15
30
45
60
75
90
Elevation Angle [deg]
Surface Accuracy RMS [mm]
Reflector -Panels
Main-Reflector
Total
Total w/o wind and thermal
Peter Droll | 16/09/2016 | Slide 11
ESA UNCLASSIFIED - For Official Use
Block Diagram Antenna Pointing Error Compensation
ACU• SPEM with 10 terms• RF refraction compensation
Radiometer
PCS• SLALib
TMS
Tiltmeter Weather Station
SubReflector
Peter Droll | 16/09/2016 | Slide 12
ESA UNCLASSIFIED - For Official Use
Systematic Pointing Error Model
The systematic pointing error model (SPEM) of the ESA DSAs consists of the following 10 terms:
Peter Droll | 16/09/2016 | Slide 13
ESA UNCLASSIFIED - For Official Use
Pointing Calibration System I
• Pointing Calibration System supports pointing measurements in X, K, Ka-Rx and Ka-Tx.
• Fully automated scanning of pre-selected radio stars and semi-automated determination of SPEM coefficients.
• Powerful graphical user interface• Currently limited to SPEM with 10 coeff.
Peter Droll | 16/09/2016 | Slide 14
ESA UNCLASSIFIED - For Official Use
Pointing Calibration System II
2 Scanning methods available in PCS:
Peter Droll | 16/09/2016 | Slide 15
ESA UNCLASSIFIED - For Official Use
Pointing Calibration System III
• Distribution of radio star measurements.
• Arrows show direction of measured pointing offset.
• Measurements cover well the hemisphere
• Measurements are input for SPEM coefficient determination
• Typically 100 – 300 measurements required for good model
Peter Droll | 16/09/2016 | Slide 16
ESA UNCLASSIFIED - For Official Use
Pointing Calibration System IV
• SPEM has to be determined for each frequency band and polarisation.
• For proper determination of SPEM coefficients, full coverage of hemisphere is important.
Peter Droll | 16/09/2016 | Slide 17
ESA UNCLASSIFIED - For Official Use
Antenna Pointing Performance, MLG1
• 32 GHz, RHCP
• 290 measurements over 4 days
• Clear sky, cold and dry weather
• approx. 80% of measurements better 2.25 mdeg
Max. total PE32 GHz, RHCP, no wind, measured 3.8 mdeg32 GHz, RHCP, wind 45/60 km/h, extrapolated 5.3 mdeg
Peter Droll | 16/09/2016 | Slide 18
ESA UNCLASSIFIED - For Official Use
Generating Rx-Tx Squint at 32 GHz
• Spacecraft in movement generates an offset between RX and the TX beams (RX-TX squint)
• Worst case Receive (Rx) – Transmit (Tx) offset for future ESA missions (BepiColombo) ~ 40 mdeg
Beam offset
ψ Ψ dependent on:• RTLT
• Transversal velocity component
DSA3/Ka-bandDSA3/X-band
Peter Droll | 16/09/2016 | Slide 19
ESA UNCLASSIFIED - For Official Use
RX-TX Beam Offset Generation I
• Rx-Tx offset compensation concept: M8/M12 BWG mirrors tilting system
Peter Droll | 16/09/2016 | Slide 20
ESA UNCLASSIFIED - For Official Use
• Accurate two-axes M8/M12 rotation implemented by linear actuators
• Relationship between mirror tilts & beam aberration angles (θBA, ϕBA ) given by 16 degrees of freedom
• The mirror tilting occurs after SPEM correction to automatically compensate systematic pointing error
contributions
∗
=
2
2
44
12
43
12
42
12
41
12
34
12
33
12
32
12
31
12
24
8
23
8
22
8
21
8
14
8
13
8
12
8
11
8
12
12
8
8
BA
BA
BA
BA
MMMM
MMMM
MMMM
MMMM
M
M
M
M
vuvu
vuvu
CCCCCCCCCCCCCCCC
BABABA
BABABA
vu
ϕθϕθ
sinsincossin
==
RX-TX Beam Offset Generation II
Peter Droll | 16/09/2016 | Slide 21
ESA UNCLASSIFIED - For Official Use
• BWG design intrinsically introduces beam shifts (frequency and polarization dependent) →
SPEM compensation based on CRX, CRY coefficients
• Design of BWG aims at minimizing differences between the possible configurations• Remaining difference can however not be neglected
𝑑𝑑𝑑𝑑𝑑𝑑𝑑𝑑 = 𝐶𝐶𝐶𝐶𝑑𝑑 ∗ cos(𝐴𝐴𝐴𝐴 − 𝑑𝑑𝑑𝑑) − 𝐶𝐶𝐶𝐶𝐶𝐶 ∗ sin(𝐴𝐴𝐴𝐴 − 𝑑𝑑𝑑𝑑) 𝑑𝑑𝑑𝑑𝑑𝑑 = −𝐶𝐶𝐶𝐶𝑑𝑑 ∗ sin(𝐴𝐴𝐴𝐴 − 𝑑𝑑𝑑𝑑) − 𝐶𝐶𝐶𝐶𝐶𝐶 ∗ cos(𝐴𝐴𝐴𝐴 − 𝑑𝑑𝑑𝑑)
Simulated for AZ/EL = 0/0 deg (with dichroics) Effect modelled by CRX/CRY
RX-TX Beam Offset Generation III
Peter Droll | 16/09/2016 | Slide 22
ESA UNCLASSIFIED - For Official Use
Measuring of Rx-Tx beam offset & Ka-TX gain loss
• Ka-Tx steering in open loop to verify:
Pointing accuracy
Gain degradation
• Ka-Rx is the “zero” pointing reference
• Both Ka-TX\x and Ka-Rx in “receive” mode
(radiometer)
• No simultaneous measurements at Ka-RX/TX
M1
M2
M3
M4
M5
M6c
M7b
M12
ELEVATIONAXIS
AZIMUTHAXIS
M8
M8/M12Positioner
DC
Subreflector
With Positioner
35m Main reflector
X-BandFeed Rx/Tx
Ka-Band Feed Tx
Ka-BandFeed Rx
DC
Radiometer
LNA LNACryo-cooledambient
31.8-32.3GHz34.2-34.7GHz
1200-1700MHz 420-620MHz
Peter Droll | 16/09/2016 | Slide 23
ESA UNCLASSIFIED - For Official Use
Rx-Tx beam steering performance I
• No commanded offset → pointing error due to systematic effects (polarisation dependency,
residual mechanical misalignment) → CRX = 0.54 mdeg, CRY = 0.26 mdeg
Need for more meas. to better cover full hemisphere
Peter Droll | 16/09/2016 | Slide 24
ESA UNCLASSIFIED - For Official Use
Rx-Tx beam steering performance II
• Commanded offset → anomaly detected as gain increase for certain offset directions (i.e.
XEL direction)
• Worst case gain loss (black line) is worse than expected → due to meas. uncertainty?
Peter Droll | 16/09/2016 | Slide 25
ESA UNCLASSIFIED - For Official Use
Rx-Tx beam steering performance III
• Commanded offset → systematic residual pointing error vectors in a “vortex” around 0,0
• Due to not optimum C-matrix coefficients?
• Additional losses due to unexpected large pointing errors → -1.5 dB at 30 mdeg
Peter Droll | 16/09/2016 | Slide 26
ESA UNCLASSIFIED - For Official Use
∗
=
2
2
44
12
43
12
42
12
41
12
34
12
33
12
32
12
31
12
24
8
23
8
22
8
21
8
14
8
13
8
12
8
11
8
12
12
8
8
BA
BA
BA
BA
MMMM
MMMM
MMMM
MMMM
M
M
M
M
vuvu
vuvu
CCCCCCCCCCCCCCCC
BABABA
BABABA
vu
ϕθϕθ
sinsincossin
==
Next Step: Optimizing Ka Rx-Tx pointing
Current limitations:
• Same coefficients for all combinations Rx (RHC, LHC and TX (RHC, LHC)
• Coefficients are based on a symmetric conditions, the different combinations hit however the elliptical mirror NOT in its vertex.
Introduction of “corrections” for each/some coefficient to consider the different combinations
∆∆∆∆∆∆∆∆∆∆∆∆∆∆∆∆
CCCCCCCCCCCCCCCC
MMMM
MMMM
MMMM
MMMM
44
12
43
12
42
12
41
12
34
12
33
12
32
12
31
12
24
8
23
8
22
8
21
8
14
8
13
8
12
8
11
8Combination dependent coefficientsFeasible?
ESA’s Deep Space AntennasOutlineESA’s Deep Space Antenna NetworkMissions supported by ESA’s 35 m AntennasCharacteristic of the 35m BWG Antennas35m BWG Antenna I (DSA3)35m BWG Antenna IIAntenna Servo SystemAlignment of panels with theodolite and photogrammetry measurementsSurface Accuracy – Performance under worst case conditionsBlock Diagram Antenna Pointing Error CompensationSystematic Pointing Error ModelPointing Calibration System IPointing Calibration System IIPointing Calibration System IIIPointing Calibration System IVAntenna Pointing Performance, MLG1Generating Rx-Tx Squint at 32 GHzRX-TX Beam Offset Generation I RX-TX Beam Offset Generation II RX-TX Beam Offset Generation III Measuring of Rx-Tx beam offset & Ka-TX gain lossRx-Tx beam steering performance IRx-Tx beam steering performance IIRx-Tx beam steering performance IIINext Step: Optimizing Ka Rx-Tx pointing