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	~~== Oakley Frogskins Nz~~ is ~~a webmaster ==~~		In [[telecommunication]]s, '''maximal-ratio combining''' ('''MRC''') is a method of [[diversity combining]] in which:
			#the signals from each [[channel (communications)\|channel]] are added together,
			#the [[gain]] of each channel is made [[Proportionality (mathematics)\|proportional]] to the rms [[signal level]] and inversely proportional to the mean square [[noise level]] in that channel.
			#different proportionality constants are used for each channel.
			It is also known as '''ratio-squared combining''' and '''predetection combining'''. Maximal-ratio combining is the optimum combiner for independent [[Additive white Gaussian noise\|AWGN]] channels.

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	<li>~~[http://ks35439~~.~~kimsufi~~.~~com/spip~~.~~php?article450/ http://ks35439~~.~~kimsufi~~.~~com/spip~~.~~php?article450/]~~</li>		== Example: Least Squares estimate in the case of Rx diversity ==

	~~<li>[http://huanxun9999.com/news/html/?71268.html http://huanxun9999~~.~~com/news/html/?71268.html]</li>~~		We consider an example of which the receiver is endowed with N antennas. In this case, the received vector <math>y</math> is
			{{NumBlk\|:\|<math>y=hs+\rho n \,</math>\|{{EquationRef\|1}}}}
	~~<li>[http://usa.publishkaro.com/index.php?page~~=~~item&id~~=~~117992 http://usa.publishkaro.com/index.php?page~~=~~item&id~~=~~117992~~]~~</li>~~		where <math>n</math> is noise vector <math>n-CN(0,I_{N \times N})</math>. Following the ML detection criterion the detection procedure may be written as
			{{NumBlk\|:\|<math>\tilde{s}=argmin_{s \in QPSK}\|\hat{s}-s\|^2,</math>\|{{EquationRef\|2}}}}
	~~<li>~~[~~http~~:~~//elgranbazar.com.mx/index.php?page=item&id=49008 http://elgranbazar.com.mx/index.php?page=item&id=49008~~]~~</li>~~		where <math>\hat{s}</math> is the least square solution to the above model.
			{{NumBlk\|:\|<math>\hat{s}=(h^h)^{-1}h^y.</math>\|{{EquationRef\|3}}}}
	~~<li>~~[~~http~~:~~//pppppirn.com/news/html/?269022.html http://pppppirn.com/news/html/?269022.html~~]~~</li>~~		The least square solution in this case is also known as maximal-ratio-combining (MRC). In the case of N antennas the LS can be written as
			{{NumBlk\|:\|<math>\hat{s}=\frac{h_0^y_0+h_1^y_1+...+h_{N-1}^*y_{N-1}}{\|h_0\|^2+\|h_1\|^2+...+\|h_{N-1}\|^2},</math>\|{{EquationRef\|4}}}}
	~~</ul>~~		which means that the signal from each antenna is rotated and weighted according to the phase and strength of the channel, such that the signals from all antennas are combined to yield the maximal ratio between signal and noise terms.

			== See also ==
			[[Diversity combining]]

			{{FS1037C MS188}}

			{{DEFAULTSORT:Maximal-Ratio Combining}}
			[[Category:Telecommunications techniques]]
			[[Category:Radio resource management]]


			{{telecomm-stub}}

en>Electron9: /* History */ Electrical resistance and conductance - link

2012-08-29T11:29:41Z

History: Electrical resistance and conductance - link

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