To make a narrower Radar beam, the traditional approach is to use a
larger antenna or shorter wavelength, as shown by the Radar equation.
Doppler Beam Sharpening is another approach, whereby the Doppler shift
is used to narrow the beam.
Would another technique for narrow beams or beam sharpening be to use
the Time Difference of Arrival of the reflected microwaves to create a
“Virtual” beam.
For example, assume a monostatic radar in which you transmit a beam
from a craft to the earth.
If you transmit the beam at an angle to the earth, the reflected
microwaves from the edge of the beam closest to the radar will be
detected, after reflection from earth, before the reflected microwaves
from the most distance edge of the beam.
Thus, could one not use the time of arrival to filter the reflected
microwaves, to create ISO Time-Of-Arrival “Virtual Beams” of various
sub-regions of the real beam, such as the closest edge, most distance
edge, middle, etc.
jimp@specsol.spam.sux.com - 11 Jul 2008 04:05 GMT
> To make a narrower Radar beam, the traditional approach is to use a
> larger antenna or shorter wavelength, as shown by the Radar equation.
> Doppler Beam Sharpening is another approach, whereby the Doppler shift
> is used to narrow the beam.
> Would another technique for narrow beams or beam sharpening be to use
> the Time Difference of Arrival of the reflected microwaves to create a
> ?Virtual? beam.
> For example, assume a monostatic radar in which you transmit a beam
> from a craft to the earth.
> If you transmit the beam at an angle to the earth, the reflected
> microwaves from the edge of the beam closest to the radar will be
> detected, after reflection from earth, before the reflected microwaves
> from the most distance edge of the beam.
> Thus, could one not use the time of arrival to filter the reflected
> microwaves, to create ISO Time-Of-Arrival ?Virtual Beams? of various
> sub-regions of the real beam, such as the closest edge, most distance
> edge, middle, etc.
Or one could use a phased array.

Signature
Jim Pennino
Remove .spam.sux to reply.
Benj - 11 Jul 2008 07:51 GMT
> Would another technique for narrow beams or beam sharpening be to use
> the Time Difference of Arrival of the reflected microwaves to create a
[quoted text clipped - 12 lines]
> sub-regions of the real beam, such as the closest edge, most distance
> edge, middle, etc.
Congratulations! You've just invented "side-looking radar" and in a
kind of upside down fashion you've just invented the "synthetic
aperture" antenna. Too bad you are just a little bit too late.
Here's my idea: Instead of walking on a road, you use these
cylindrical disks whereby the outer circumference is laid down upon
the road again and again as the disks turn! What do you think?
The Ghost In The Machine - 11 Jul 2008 11:30 GMT
In sci.physics, Benj
<bjacoby@iwaynet.net>
wrote
on Thu, 10 Jul 2008 23:51:30 -0700 (PDT)
<e7f9e072-cc67-4fc2-bdee-18db4a46aa83@y38g2000hsy.googlegroups.com>:
>> Would another technique for narrow beams or beam sharpening be to use
>> the Time Difference of Arrival of the reflected microwaves to create a
[quoted text clipped - 19 lines]
> cylindrical disks whereby the outer circumference is laid down upon
> the road again and again as the disks turn! What do you think?
Not to mention sliding pistons, little jets of liquid oil,
more sliding pistons surrounded by thick wire coils, an
air-filled tree-derived or synthetic covering for that
cylindrical flanged disc, grooves in that covering,
a pair or more of discs and rings with projections that look
a bit like teeth, and a pair of small metal projections
fitted to a coil to ignite those little jets of liquid oil...
And then there's this wonderful sequencing invention, which
fits on a device the size of one's thumb but can issue
and accept tiny electrical signals... ;-)

Signature
#191, ewill3@earthlink.net
Linux. An OS which actually, unlike certain other offerings, works.
** Posted from http://www.teranews.com **
hhc314@yahoo.com - 11 Jul 2008 18:54 GMT
> To make a narrower Radar beam, the traditional approach is to use a
> larger antenna or shorter wavelength, as shown by the Radar equation.
[quoted text clipped - 18 lines]
> sub-regions of the real beam, such as the closest edge, most distance
> edge, middle, etc.
Consult a current edition of Skolnik or Brookner. As Jim pointed out,
phased array technics such as Pave Paws or Cobra Dane can track, and
meaure the dimension of anything in earths orbit down to the
dimensions of a large bolt, even through such systems implement 20 or
30 year old technology.
In more recent years the focus in more on pulse compression and spread
spectrum techniques. Also, look into the "backscatter" technique like
those used in Over-The-Horizon-Radars like ROTHR. For example, ROTHR
can track an object the size of an aircraft at ranges of up to 2,000
NM, through exploitation of radar backscatter from the surface, not by
reflections from the tracked aircraft. Most OTH systems operate at
only vhf frequencies and employ atmospheric refraction for range
scanning, and phase comparisons for azimuthal determinations. If
suffices to say that to perform this trick, the receiving array length
is measured in miled, and the transmitting array is generally not
situated at the same location, although it can be. It also should be
obvious that such systems employ a 'considerable' array of signal
processors since the radar return is generally below the noise
threshold. (Research the Kalman Filter and its ilk.)
Pulse compression techniques are, on the other hand, quite simply
impremented. In this techniques, rather than transmitting a short
pulse to perform a precise range measurment, you use what it called a
'chirp' pulse that allows the transmitted pulse spread out over a much
longer period of time to contain much more energy. The "chirp" pulse
is characterized by a frequency vs. time relationship that is very
carefully produced. On the receiving end, the usual practices is to
employ a surface acoustic wave device (SAW) to compress the
transmitter chirp into a very precise single pulse, with astonishing
resolution capability. (If you have an engineering background, the SAW
effectively performs an inverse Fourier tranform in real time,)
It would be indiscrete to say more becasue of security considerations.
Everthing that I have mentioned can be found on the Internet, or in
the pages of Scientific American and IEEE publications.
The Radar Range Equation that you cite still generally holds, but it
mostly relates to what are now regarded as brute force techniques,
that do no consider the improvments that can be achieved though the
use of today's digital techniques and the impact of spread specturn.
In fact, these techniques are the basis of all current research being
performed in radar, with some rather astonishing results.
I would highly commend this area to any graduating EE or physicist.
The only problem here is that this work is so important to national
defense that it is generally classified. Unfortunately this limits
admission to students holding active security clearances and about the
only way that you can obtain one of these is through the military or
though employment with a defense contractor who requires US
citizenship as a basic qualification for employment. (Although, there
are exceptions. If you are a Citizen of a NATO member country, you may
receive consideration.)
Harry C.
Bob Cain - 18 Jul 2008 22:11 GMT
> On the receiving end, the usual practices is to
> employ a surface acoustic wave device (SAW) to compress the
> transmitter chirp into a very precise single pulse, with astonishing
> resolution capability. (If you have an engineering background, the SAW
> effectively performs an inverse Fourier tranform in real time,)
Rather than Fourier transform Should that not be real time convolution with a
matched filter.
> It would be indiscrete to say more becasue of security considerations.
Probably wrong too.
Bob

Signature
"Things should be described as simply as possible, but no simpler."
A. Einstein