Adaptive equalization method
AssigneeMitsubishi Denki Kabushiki Kaisha
InventorsSumitaka Takeuchi, Shuji Murakami, Hiroshi Ochi, Ken Onaga
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Abstract
An adaptive equalization method updates the tap coefficient through utilization of the mean value of instantaneous gradient vectors, thereby ensuring the likelihood of pseudo transmission data that is generated from received data.
Claims2
An adaptive equalization method of generating a pseudo send electrical signal composed of pieces of pseudo transmission electrical data, from a received electrical signal composed of plural pieces of received electrical data, to thereby reduce noise and signal distortion components in the received signal, comprising:
- receiving the signal composed of plural pieces of received data;
- and
- generating (nD)th pseudo transmission data based on (nD)th received data x(nD) through (nD+D−1)th pseudo transmission data based on (nD+D−1)th received data x(nD+D−1), under the condition of L<D, by using a tap coefficient C(nD) calculated by the following equation:
- C ( nD ) = C ( nD - D ) + ( μ / L ) · ∑ i = 1 L e ( nD - i ) · x ( nD - i )
- where C(nD) and C(nD−D) are tap coefficients used to generate nth pseudo send data, n and D being integers equal to or grater than 1, μ is a step size, which is a real number, L is the number of data added, which is an integer equal to or greater than 2, e(nD−i) is an error contained in (nD−i)th pseudo transmission data and x(nD−i) is (nD−i)th received data.
An adaptive equalization method of generating a pseudo electrical send signal composed of pieces of pseudo transmission electrical data, from a received electrical signal composed of plural pieces of received electrical data, to thereby reduce noise and signal distortion components in the received signal, comprising:
- receiving the signal composed of plural pieces of received data;
- and
- generating (nD)th pseudo transmission data based on (nD)th received data x(nD) to (nD+D−1)th pseudo transmission data based on (nD+D−1)th received data x(nD+D−1), under the condition of L>D, by using a tap coefficient C(nD) calculated by the following equation:
- C ( nD ) = C ( nD - D ) + ( μ / L ) · ∑ i = 1 L e ( nD - i ) · x ( nD - i )
- where C(nD) and C(nD−D) are tap coefficients, n and D are integers equal to or greater than 1, and L is integers, μ is the step size, which is a real number, L is the number of data added, which is an integer equal to or greater than 2, e(nD−i) is an error contained in (nD−i)th pseudo transmission data, and x(nD−i) is (nD−i)th received data.
Dependencies are inferred from the claim text.