On 2 Jul 2004 09:21:10 -0700,
(E-Mail Removed) (Michael Erskine)
wrote:
>Jeff Liebermann <(E-Mail Removed)> wrote in message news:<(E-Mail Removed)>. ..
>> The extra path loss of 5.6GHz vs 2.4 GHz is offset largely by the
>> reduced effects of folliage attenuation and building material
>> penetration. Antenna gains for identical physical antennas also
>> equalize the comparison. My experience is that multipath fades are
>> often minor compared to simple interference by nearby 802.11b radios.
>> Hard to tell even with a spectrum analyzer site survey.
>Hi Jeff;
Oh-oh.
>This bit is ambiguous. Clearly you do not intend to say that
>absorbtion at 5.6 is less than at 2.4, but it comes across that way.
Actually, I did, but managed to forget a few key words. My experience
with 2.4GHz vs 5.6Ghz is from trying to brute force RF through the
redwood and fir trees of the Santa Cruz mountains. This is your basic
very dense forest where foliage loss is the major consideration. I've
found that 5.6 tends to penetrate better than 2.4 because I'm shooting
through holes in the leaves and gaps between the leaves. This is also
the multipath nightmare from hell.
>For the record then, I am certain, having learned much from Jeff's
>posts over the years, he did not intend to suggest that 5.6 is
>absorbed less by vegetation or construction materials.
Thanks. I also like your corner reflector idea.
http://www.freeantennas.com/projects/Ez-10/
Suggestion: Put a door hinge at the back of the reflector and make it
portable.
Well, for a given type of material, loss at 5.6Ghz is much higher.
However, for a typical obstruction, the holes appear larger at 5.6Ghz
than at 2.4Ghz. For example, common 1" chicken wire used in stucco
construction allows 5.6Ghz to pass quite nicely, while seriously
obstructing 2.4GHz. Same with cracks in walls, gaps in tree branches,
venetian blinds, and other potential obstructions. While the material
itself attenuates more at 5.6Ghz, the increased relative gap size in
wavelengths makes propogation easier at 5.6Ghz. In addition, the
increased gain of point to point antennas at 5.6GHz improves the
situation even more. My one line conclusion was that these factors
tend to counter balance the increased free space loss and material
attenuation at 5.6GHz.
>Absorbtion at 5.6 GHz in vegetation is about twice as great as it is
>at 2.4 GHz or approximately 2 dB per meter of vegetation. This is
>consistent with the fact that absorbtion at 900 MHz is roughly 1/3 as
>much as it is at 2.4 GHz, or about 10 dB per 100 meters.
True. However, let's make a simple assumption. RF at 2.4 and 5.6
does not go through water, trees, or leaves... period. Assume a brick
wall. What's left are the gaps between the water, trees, and leaves.
My contention is that the increased gap (in wavelengths) allows more
propogation at 5.6 than at 2.4.
>Reflections ( multipath ) at 5.6 are about 8 times as frequent as they
>are at 2.4. This is consistent with the "Erskine's Multipath
>Principle" which follows:
>
>"For any given link the number of re-radiators which can cause
>multipath propagation is inversly proportional to cube of the wave
>length."
Agreed. Based upon an urban canyon model, the signal arriving might
be almost all reflections. The shorter wavelength allows more objects
to participate in becoming reflectors. Yet, many real world objects
are also absorbers. The ratio is determined by the environment. For
rural, forest, and suburban residential areas, my guess(tm) is that
it's mostly folliage and act as absorbers with few reflections. For
urban and high rise, it's mostly reflectors. You can't generalize
without considering the real environment.
>By this I mean, for any given path there will be a number of objects
>which can cause reflections. Those objects will be more or less
>efficient re-radiators depending upon their resonant frequencies and
>orientation to the signal path. As frequency increases, wave length
>decreases in a linear fashion. Therefore any object which is near
>resonance at frequency X will be FOUR TIMES as likely to be near
>resonance at frequency 2X. This is an immutable physical fact.
Well, yes. I can create an obstacle course that would result in fatal
reflections and that are much worse at 5.6 than at 2.4. However, I
can also create a similar path full of absorbers that will not reflect
anything. Again, it depends on the environment.
>The effect of these reflections on link reliability is a function of
>DATA RATE and not modulation scheme. Higher data rates are ALWAYS
>more suceptible to "inter-symbol smashing". This occurs when the
>direct and reflected components of the signal arrive with roughly the
>same signal strength and are out of phase by approximately 1/2 the
>length of a "symbol". For our puroses, think of a symbol as a binary
>digit. It takes a finite time to signal a binary digit across the
>link. If the two copies of the signal (the reflected bit and the
>directly received bit) are 1/2 the length of a bit apart, it becomes
>impossible for the receiving equipment to distinguish the current bit
>from the next bit in the stream and you get a very high bit error
>rate. The faster you signal your bits, the shorter time there is
>between bits. This implies another "LAW": "The number of points
>along a signaling path where a reradiator can be placed which also
>causes inter-symbol smashing is proportional to the square of the
>signaling rate." Put differently, double the signaling rate and you
>are four times as likely to see inter-symbol smashing due to a
>multipath condition.
Yep. That's the reason that ODFM (802.11a and 802.11g) allow for a
substantial number of variable data rates. They allegedly adjust the
data rate to minimize the number of trashed symbols. For example, if
the data rate were matched to have the delayed multipath signal
exactly coincide with every other symbol, then the thruput would be
half the data rate. However, that's considerably better than having
every symbol be partially trashed by a reflection. Also, because OFDM
multiplexes the various carriers over a wide frequency range, the
reflections tend to have different reflected delays at different
frequencies. Therefore, one or more of these reflected carriers
should always arrive intact. Therefore, you're absolutely correct for
a flat plat (broadband) reflector, but methinks not for the typical
real world, frequency selective, and random surface reflectors.
>All that said, multipath is not always your enemy. Just as you are
>four times as likely to see inter-symbol smashing, you are also four
>times as likely to see two reflections reinforce by arriving in phase
>and polarization. It follows from the information in the paragraph
>above that: "In any given volume the number of places where multipath
>reinforces the desired signal is proportional to the square of the
>signaling rate (time diversity effect)." and it follows from
>"Erskine's Multipath Principle" this corollary that: "In any given
>path the probability of multipath reflections arriving in phase and
>thus reinforcing the signal ((spatial) diversity effect) is directly
>proportional to the factorial of the number of reradiators in the
>path."
I beg to differ here. The degree of phase matching between the direct
and reflected signals are far to critical to assume reinforcement.
The reason OFDM works at all is that there are HUGE intersymbol gaps,
during which the delayed signals have time to arrive without getting
clobbered by the direct signal. I don't recall seeing any
consideration for direct reinforcement in any of the ODFM specs.
Since it can be easily assumed that the direct signal MUST arrive
first, the only way that symbol reinforcement can occur is if there
were no direct signal and the reinforcing signals were equally
delayed.
>All of this can be summed up as follows: "All other things being
>equal, in an environment with reflectors, the higher the frequency and
>the lower data signaling rate the greater the probability that all the
>reflections will combine at any given point to yeild a useable
>signal." This is absolute physical truth.
No way. The probability of reflections is highly dependent upon the
environment cannot be summarily estimated solely on the basis of RF
frequency.
Gotta run.
--
Jeff Liebermann
(E-Mail Removed)
150 Felker St #D
http://www.LearnByDestroying.com
Santa Cruz CA 95060 AE6KS 831-336-2558