A drawing of the Atacama Giant, looking like an emoticon for "Bad Hair Day." As a search of satellite imagery will demonstrate, this is an accurate representation. (Modified Wikimedia Commons image.) |
ν = c/λ,in which c is the speed of light, shows that a wavelength of one millimeter corresponds to a frequency of about 300 GHz. That's more than 10,000 times higher an operating frequency than Jansky's telescope, and far above the common frequency bands, as shown in the table.
The highest frequency devices most people will encounter are Wi-Fi equipped computers that now operate as high as 5 GHz, and potentially at 60 GHz. Direct-broadcast satellite equipment receives signals slightly above 12 GHz (Ku-band). The highest frequency with which I've had practical experience is X-band, the operating frequency of an electron paramagnetic resonance spectrometer I helped construct as an undergraduate. Microwave ovens for the home operate at 2.45 GHz. Why have a radio telescope operate at such small wavelengths? Smaller wavelength gets you better angular resolution for the same size dish antenna; provided, however, that the dish surface is smooth to that wavelength. Instead of a single, large dish antenna, ALMA is designed to have a sixty-six, fifty-seven of which were operational on opening day, March 13, 2013.[1] These antennas range in diameter from 7-12 meters and have a surface accuracy of better that 25 micrometers.[3] When the antenna signals are combined, ALMA acts as if it were a 16 kilometer (10 mile) wide telescope.[3] Very Large Array (VLA) radio telescope, near Socorro, New_Mexico. It was the setting for the opening scene of the film, 2010, and several other films. The angular resolution of ALMA, 10 milliarcseconds, is ten times better than that of the VLA, and it has twenty times the point source detection sensitivity of the VLA. Now, the question of why site ALMA at a desert plain in the middle of nowhere. It's another consequence of the millimeter operating wavelength. Radio astronomers, like their optical astronomer colleagues, are sometimes defeated by Earth's atmosphere. The atmosphere is generally transparent to radio waves above 50 MHz, where the ionosphere can be ignored. Absorption from water vapor and atmospheric gases becomes important, however, at much higher frequencies. (see figure).
Band Designation F (GHz) Band Designation F (GHz) L 1-2 Ku 12-18 S 2-4 K 18-27 C 4-8 Ka 27-40 X 8-12 V 40-75
Average atmospheric absorption of mm radio waves at sea level (20°C, 1013.24 millibar, water vapor density 7.5 g/m3. Fig. 5.1 of ref. 7, redrawn for clarity.[7] (click for larger image.) |
On quadrant of the ALMA correlator. The correlator has 134 million processors. (ESO image, Creative Commons Attribution 3.0 license.) |