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Method for forecasting signal-to-noise ratio of mobile communication signals based on channel scene classification

A mobile communication and scene classification technology, applied in the field of signal-to-noise ratio prediction of mobile communication signals, can solve problems such as failure, performance impairment of adaptive communication systems, large deviation of signal-to-noise ratio prediction, etc., to achieve performance improvement, important application value and Scientific significance, effect of inhibiting damage

Inactive Publication Date: 2013-09-04
GUANGXI NORMAL UNIV
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  • Abstract
  • Description
  • Claims
  • Application Information

AI Technical Summary

Problems solved by technology

The traditional signal-to-noise ratio prediction method is only suitable for the situation where the channel state changes slowly. When the channel undergoes a large change or even a sudden change in a short period of time, the signal-to-noise ratio prediction deviation will be large, and the traditional prediction method will fail. As a result, the performance of adaptive communication systems using signal-to-noise ratio prediction technology is severely damaged

Method used

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  • Method for forecasting signal-to-noise ratio of mobile communication signals based on channel scene classification
  • Method for forecasting signal-to-noise ratio of mobile communication signals based on channel scene classification
  • Method for forecasting signal-to-noise ratio of mobile communication signals based on channel scene classification

Examples

Experimental program
Comparison scheme
Effect test

Embodiment 1

[0069] Embodiment 1, signal-to-noise ratio prediction for channel slow-changing scenarios:

[0070] (1) Initialize the timer ;

[0071] (2) Set the measurement signal-to-noise ratio value (dB): u(1)=17.99; u(2)=18.28; u(3)=18.54; u(4)=18.88; u(5)=19.24; u(6)=19.47; u(7) =19.70; u(8)=20.02; u(9)=20.37; u(10)=20.68.

[0072] set up (dB), (dB); set two initial values ​​of the system predictor: =15(dB), =10; Given = =4(dBw), parameter = =1;

[0073] The first 9 moments are all applicable to slow-changing scenes, from Start inputting sequentially, only inputting one signal-to-noise ratio value at a time, and use the following prediction formula:

[0074] >

[0075] >

[0076] >

[0077] will initial value and into the forecast formula >, >, >, after 9 iterations, we can get = Predicted value of sig...

Embodiment 2

[0081] Example 2, SNR prediction for scenarios with medium channel changes:

[0082] (1) Initialize the timer ;

[0083] (2) Set the measurement signal-to-noise ratio value (dB): u(1)=17.99; u(2)=18.28; u(3)=18.54; u(4)=18.88; u(5)=19.24; u(6)=19.47; u(7) =19.70; u(8)=20.02; u(9)=20.37; u(10)=23.68.

[0084] setting (dB), (dB); set two initial values ​​of the system predictor: =15(dB), =10; Given = =4(dBw), parameter ==1;

[0085] The first 9 moments are all applicable to slow-changing scenes, from Start to input sequentially, only input one signal-to-noise ratio value at a time, and set the initial value and into the forecast formula >, >, >, after 9 iterations, we can get = Predicted signal-to-noise ratio value at time 10 It is 20.17 (dB).

[0086] =10 The absolute value of the deviation between the measured SNR value and the predicted SNR value ;because in range , the channel change scene at time = 10 is judged as a medium channel c...

Embodiment 3

[0093] Embodiment 3, the signal-to-noise ratio prediction of channel mutation scene:

[0094] (1) Initialize the timer ;

[0095] (2) Set the measurement signal-to-noise ratio value (dB): u(1)=17.99; u(2)=18.28; u(3)=18.54; u(4)=18.88; u(5)=19.24; u(6)=19.47; u(7) =19.70; u(8)=20.02; u(9)=20.37; u(10)=26.68; u(11)=21.14.

[0096] set up (dB), (dB); set two initial values ​​of the system predictor: =15(dB), =10; Given = =4(dBw), parameter =1, c=0.95;

[0097] The first 9 moments are all applicable to slow-changing scenes, from Start to input sequentially, only input one signal-to-noise ratio value at a time, and set the initial value and into the forecast formula >, >, >, after 9 iterations, we can get = Predicted signal-to-noise ratio value at time 10 for (dB).

[0098] =10 The absolute value of the deviation between the measured SNR value and the predicted SNR value ;because in range in the =10 The channel change scene is ju...

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Abstract

The invention discloses a method for forecasting a signal-to-noise ratio of mobile communication signals based on channel scene classification. The method includes the following steps that first step, a signal-to-noise ratio of a moment is measured and compared with a moment forecast signal-to-noise ratio of moment forecast, and a deviation value between the moment measured signal-to noise ratio and the forecast signal-to-noise ratio is obtained; second step, at the moment, a current channel variation scene is judged as a channel slow variation scene, and a forecast scheme of the channel slow variation scene is adopted for forecasting a forecast signal-to-noise ratio of the moment; third step, at the moment, the current channel variation scene is judged as a channel moderate variation scene, a forecast scheme of the channel moderate variation scene is adopted for forecasting a forecast signal-to-noise ratio of the moment; fourth step, at the moment, the current channel variation scene is judged as a channel sudden variation scene, a forecast scheme of the channel sudden variation scene is adopted for forecasting a forecast signal-to-noise ratio of the moment; fifth step, a command of returning the first step is carried out. The method for forecasting the signal-to-noise ratio of mobile communication signals based on the channel scene classification can deal with the channel scenes very well in which a traditional forecasting technology is ineffective, can track variation of the signal-to-noise ratio rapidly and accurately and enables the performance of a whole system to be improved.

Description

technical field [0001] The invention relates to the field of mobile communication, in particular to a signal-to-noise ratio prediction method for mobile communication signals based on channel scene classification. Background technique [0002] The most important difference between wireless communication and wired communication is the random variability of the channel, which mainly refers to the openness of the channel transmission environment and the time-varying nature of channel parameters, which cause channel frequency selective fading and time-varying fading, and the movement of receivers and transmitters It also leads to the complexity of the receiving environment and the randomness of the receiving location. The traditional idea is to ensure that the system can maintain normal communication under relatively bad channel conditions. Generally, the reliability of communication is achieved by increasing the transmission power of the transmitter, reducing the modulation...

Claims

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Application Information

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IPC IPC(8): H04W24/00H04L1/00
Inventor 张毅陈甑肖琨
Owner GUANGXI NORMAL UNIV
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