M.2 background – Comtech EF Data CDM-625A User Manual

Page 682

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CDM-625A Advanced Satellite Modem

MN-CDM625A

Appendix M

Revision 3

M–2

M.2 Background

ACM has been used for some time in wireless communications, including terrestrial microwave

applications and, more recently, over satellite links. Its primary function is to optimize throughput

in a wireless data link, by adapting the modulation order used and the Forward Error Correction

code rate – both of which directly affect spectral efficiency (expressed in bits per second per Hertz)

according to the noise conditions (or other impairments) on the link. Implicit in this concept is that

the symbol rate (and power) of the wireless communication system must remain constant. This

ensures that the bandwidth allocated for a particular link is never exceeded.

Given that the symbol rate does not change, if modulation and coding are changed, the data

rate must therefore be modified. This is expressed in the simple equation:

Symbol rate = bit rate / (modulation order * code rate)

For example, for Rate 3/4 QPSK (where modulation order = 2):


Symbol rate = bit rate * 0.666

Re-arranging:

Bit rate = symbol rate * modulation order * code rate

So, in changing to a higher modulation order or code rate, the bit rate is increased, and in

changing to a lower modulation order or code rate, the bit rate is reduced. However, some

important factors must be considered:

The digital communications system must be able to tolerate a change in bit rate.

Synchronous serial interfaces (such as G.703 E1, which operated at a fixed data rate of 2.048

Mbps) are totally unsuitable in a scheme where data rate is changing. The only practical

application for this scheme is a packet-based scheme that will tolerate a change in data rate,

and which has mechanisms within its protocols to recognize when increased or reduced

bandwidth is available. The best example of this is Ethernet, and this discussion is limited to

schemes that employ it.

The bit rate cannot be changed arbitrarily.

The link noise conditions, described in terms of Eb/No or SNR, must be able to support

reliable communications for the given modulation order and code rate. This is a key point

as, in fact, the link SNR is the input that drives the adaptation.

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