interferometric radio science
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Interferometric Radio Science. Tiziana Venturi INAF, Istituto di Radioastronomia. 4 th ERIS, Rimini, 5 September 2011. Radio Astronomy at the cutting-edge of astrophysical research - PowerPoint PPT PresentationTRANSCRIPT
Interferometric Radio Science
Tiziana VenturiINAF, Istituto di Radioastronomia
4th ERIS, Rimini, 5 September 2011
Radio Astronomy at the cutting-edge of astrophysical research
Roughly 70% of what we know today about the Universe and its dynamics is due to radio astronomy observations, rather than
optical observations (from a presentation of Marcus Leech)
Outline
Very general introduction to Radio Astronomy & introduction to the 4th ERIS
Radio waves
Angular resolution and need for interferometry
Phase of the visibility function
The u-v plane
Mechanisms for radio emission in astrophysics
The syncrotron radio spectrum
New and upcoming facilities in the Northern and Southern Hemispere
The 4th ERIS
Radio Astronomy: wavelengths from a few mm to tens of metersVisible light: wavelengths in the region of 500nm, (5.0x10-7 m)
From a physics standpoint, there's no difference between visible light, and microwave/radio-wave “light”.
θ ~λ/ D
Ability to resolve fine detail highly dependent on wavelength
A 10cm optical telescope can resolve details that would require a radio telescope over 42km in diameter at 21cm wavelength!
Sensitivity, however, is proportional to collecting area of the reflector, regardless of wavelength
Why radio interferometry
Earth rotation synthesis
+
Angular resolutions at 20 cm (1.4 GHz)
D=100m θ ~ 9.4’
Effelsberg
EVLA D-array
D=1km θ ~ 44” D=28km θ ~ 1”
D=217 km θ ~ 150 mas
GMRT
D~10000 km θ ~ 5 mas
EVN
Connected elements
θ≈fraction of mas
HSTθ ~ 50 mas
(angular resolution of eMERLIN at
5 GHz)
Chandraθ~1”
(angular resolution of
the EVLA Array A and of the GMRT at 1.4 GHz)
GreenGMRT at 610 MHz
RedChandra
Overlay of the radio-optical & X-ray emission in a cluster of galaxies
OpticalDSS-2
• Imaging in astronomy implies ‘making a picture’ of celestial emission.
• We design instruments to make a map of the brightness of the sky, at some frequency, as a function of RA and Dec.
• In astronomy, brightness (or specific intensity) is denoted In,t(s).
• Brightness is defined as the power received per unit frequency dn at a particular frequency n, per unit solid angle dW from direction s, per unit collecting area dA.
• The units of brightness are in terms of (spectral flux density)/(solid angle): e.g:
• watt/(m2 Hz Ster)
• Image of Cygnus A at l = 6cm.
• The units are in Jy/beam.• 1Jy = 10-26 watt/(m2 Hz)• Here, 1 beam = 0.16
arcsec2
From R. Perley 2010
Main Issues with interferometric observations
Phase corruption Calibration
u-v coverage Deconvolution & Imaging
Each pair of antennas in an interferometer is a baseline
Amplitude carries information on the source intensity
Phase carries information on the source absolute position
Amplitude uncertainties and errors depend on the individual antennas and receivers
Phase errors depend on the electronics, and on the different propagation paths of the radio signal through the atmosphere, which introduce an unknown quantity in the phase, which differs from telescope to telescope
The u-v plane
A radio interferometer array can be considered as a partially filled aperture
- each pair of antennas gives a u-v point at a given time;
- the point source function (PSF, or beam) has a complicated structure, which depends on the array, source declination and u-v coverage;
- the u-v plane shows what part of the aperture is filled by a telescope, and this changes with time as the object rises and sets;
- a long exposure will have a better PSF/beam because there is better u-v plane coverage (closer to a filled aperture)
The u-v plane is a plane tangential to the source in the celestial sphere. Each point on that plane is the projection of a baseline at a given time.Each pair of radio telescopes produces a track in the u-v plane. The number of tracks is equivalent to N(N-1)/2, where N is the number of radio telescopes in the interferometer.
ATCA – 1.4 GHzRes. ~ 10”x5”
rms ~0.15 mJy/b
GMRT – 610 MHz
Res. ~ 8”x6”
rms ~ 0.08 mJy/b
Southern Cluster of galaxies A3562
GMRT – 610 MHz
Res. ~ 8”x6”
rms ~ 0.08 mJy/b
Southern Cluster of galaxies A3562
GMRT – 610 MHz
Res. ~ 30”x20”
rms ~ 0.14 mJy/b
Main mechanisms for radio emission
- Blackbody radiation
Cosmic Microwave Background- Thermal Bremsstrahlung- Spectral lines from molecular and atomic gas clouds- Synchrotron radiation
What do we look at when we observe at radio frequencies?
- Thermal properties
- Ionized medium (T and ρ)- Composition and properties (T and ρ) of the ISM/IGM- Relativistic electrons and magnetic fields
• Emission from warm bodies– “Blackbody” radiation – Bodies with temperatures of
~ 3-30 K emit in the mm & submm bands
• Emission from accelerating charged particles– “Bremsstrahlung” or free-
free emission from ionized plasmas
Black body & Bremsstrahlung radiation
Emits photon with a wavelength of 21 cm (frequency of 1.42 GHz)
Transition probability=3x10-15 s-1 = once in 11 Myr
Neutral hydrogen (HI) line emission
• Commonly observed molecules in space:– Carbon Monoxide (CO)– Water (H2O), OH, HCN,
HCO+, CS– Ammonia (NH3),
Formaldehyde (H2CO)• Less common molecules:
– Sugar, Alcohol, Antifreeze (Ethylene Glycol), …
malondialdyde
Line emission
Molecular vibrational and rotational modes
Optically thin S α ν-α
Turnover
Optically thick/Self-absorbed
S α ν2.5
Spectrum of the synchrotron radiation
Aged part of the spectrum due to radiative losses
S α ν-(α+k)
Different parts of the synchrotron spectrum provide different information on the radio source and on the population of the radiating relativistic electrons
Steep spectrum dominated by the diffuse emission
Concave component dominated by the VLBI active nucleus
Example: an extragalactic radio source - 3C317
Synchrotron radio sources and their spectra Radio galaxies on the kpc scale
3C296
3C452
WNB1127.5+4927
From M . Murgia 2008
Present and future radio facilitiesWide fields and the “weak” Universe
ALMA 10 bands from 35 to 850 GHz
New and upgraded observational facilities over the whole radio window are ready operational
Present and future radio facilitiesWide fields and the “weak” Universe
ALMA 10 bands from 35 to 850 GHz
EVLAComplete frequency coverage from 1 to 50 GHz
New and upgraded observational facilities over the whole radio window are ready operational
Present and future radio facilitiesWide fields and the “weak” Universe
ALMA 10 bands from 35 to 850 GHz
EVLAComplete frequency coverage from 1 to 50 GHz
New and upgraded observational facilities over the whole radio window are ready operational
ATCA from 2 to 86 GHz
Present and future radio facilitiesWide fields and the “weak” Universe
ALMA 10 bands from 35 to 850 GHz
EVLAComplete frequency coverage from 1 to 50 GHz
eVLBI and eMERLIN from 1.6 to 22 GHz
New and upgraded observational facilities over the whole radio window are ready operational
ATCA from 2 to 86 GHz
Present and future radio facilitiesWide fields and the “weak” Universe
ALMA 10 bands from 35 to 850 GHz
EVLAComplete frequency coverage from 1 to 50 GHz
eVLBI and eMERLIN from 1.6 to 22 GHz GMRT
1.4 GHz – 240 MHZ
New and upgraded observational facilities over the whole radio window are ready operational
ATCA from 2 to 86 GHz
Present and future radio facilitiesWide fields and the “weak” Universe
ALMA 10 bands from 35 to 850 GHz
EVLAComplete frequency coverage from 1 to 50 GHz
eVLBI and eMERLIN from 1.6 to 22 GHz
LOFAR30-80 MHz 120-240 MHz
GMRT 1.4 GHz – 240 MHZ
New and upgraded observational facilities over the whole radio window are ready operational
ATCA from 2 to 86 GHz
Radio Astronomy: wavelengths from a few mm to tens of metersVisible light: wavelengths in the region of 500nm, (5.0x10-7 m)
From a physics standpoint, there's no difference between visible light, and microwave/radio-wave “light”.
Living things have receptors for only a tiny part of the EM spectrum
X
s s
A Sensorb
cg /sb
)(cos2 tEV ])(cos[1 gtEV
])2(cos)([cos gg tP multiply
average
b.s
The path lengths from sensors to multiplier are assumed equal!
Geometric Time Delay
Rapidly varying, with zero mean
Unchanging
)(cos gC PR