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Project Cyclops, A Design... - Department of Earth and Planetary ...

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11. SIGNAL PROCESSING<br />

The <strong>Cyclops</strong> system as it has been specified in the last<br />

three chapters amounts to a very large radio telescope<br />

with an effective clear aperture <strong>of</strong> a few kilometers,<br />

capable <strong>of</strong> simultaneous reception <strong>of</strong> both orthogonal<br />

polarizations <strong>of</strong> a received signal over a I O0-MHz b<strong>and</strong>.<br />

The received b<strong>and</strong> can be quickly tuned anywhere in the<br />

low end <strong>of</strong> the microwave window <strong>and</strong>, if desired, could<br />

be extended to higher frequencies in that window. The<br />

system up to this point is a very high resolution, high<br />

sensitivity instrument that would find many applications<br />

in radio astronomy, radar astronomy, <strong>and</strong> space probe<br />

communications. Each <strong>of</strong> these applications would<br />

require further processing <strong>of</strong> the signals delivered by the<br />

phased outputs <strong>of</strong> the array. Much <strong>of</strong> this processing<br />

would use st<strong>and</strong>ard equipment <strong>and</strong> techniques peculiar<br />

to the application involved. These will not be discussed<br />

here.<br />

This chapter is primarily concerned with the signal<br />

processing techniques <strong>and</strong> equipment needed to allow<br />

the <strong>Cyclops</strong> system to carry out efficiently its primary<br />

mission <strong>of</strong> detecting signals originated by other intelligent<br />

life-spectrally narrow b<strong>and</strong> information-bearing<br />

signals. A second concern <strong>of</strong> this chapter is the techniques<br />

<strong>and</strong> equipment needed to form wide b<strong>and</strong> images<br />

<strong>of</strong> the radio sky, <strong>and</strong> thereby greatly speed the construction<br />

<strong>of</strong> detailed maps <strong>of</strong> natural sources. The chapter<br />

concludes with a discussion <strong>of</strong> interfering signals the<br />

<strong>Cyclops</strong> system must contend with <strong>and</strong> what might be<br />

done about these.<br />

THE DETECTION OF NARROW BAND SIGNALS<br />

We concluded in Chapter 6 that signals <strong>of</strong> intelligent<br />

origin, <strong>and</strong> particularly signals from intentional beacons,<br />

were most likely to contain strong, highly monochromatic<br />

components. We saw that these coherent<br />

components would probably be best detected using a<br />

receiver having a predetection b<strong>and</strong>width on the order <strong>of</strong><br />

0.1 to 1 Hz, but that to search sequentially across the<br />

spectrum with such a narrow b<strong>and</strong> receiver would result<br />

in prohibitively long search times per star. What we are<br />

seeking, therefore, is a receiver with some 108 to 109<br />

channels each 1 or 0.1 Hz wide so that we can monitor<br />

the entire 100-MHz IF b<strong>and</strong> simultaneously. In this<br />

section, we describe such a receiver, but before doing so<br />

we will dispose <strong>of</strong> some alternative methods that have<br />

been proposed.<br />

Total Power Detection<br />

In principle we do not need to divide the spectrum<br />

into narrow channels to detect the increase in total<br />

power in the IF b<strong>and</strong> produced by a coherent signal in<br />

one (or more) channels. All we need to do is to integrate<br />

for a long enough time to be able to measure the<br />

increase over the noise power alone that is produced by<br />

the signal. A little reflection shows that, while possible<br />

in principle, such an approach is totally impractical.<br />

Suppose there is a coherent signal that doubles the noise<br />

power in a 1 Hz b<strong>and</strong>. This produces an increase <strong>of</strong> 1<br />

part in l0 s in the total noise in a 100 MHz b<strong>and</strong>. To<br />

detect such a tiny increase would require integrating<br />

101_ samples <strong>of</strong> the wide b<strong>and</strong> noise. (See e.g.,<br />

equations (8) (9) <strong>and</strong> (10) Chap. 6). This is an<br />

integration time <strong>of</strong> 10 s seconds or roughly 3 years. Even<br />

accepting this time, the method fails, for we cannot<br />

assume we know the noise b<strong>and</strong>width to this accuracy<br />

nor that it is this constant, nor that the system noise<br />

temperature is this constant, nor even that the radio sky<br />

is this constant.<br />

Cross Power<br />

Detection<br />

Simpson <strong>and</strong> Omura I have proposed that, instead <strong>of</strong><br />

a simple noise power measurement, a measurement <strong>of</strong><br />

=NASA unpublished report, 1970.<br />

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