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Adaptive Averaging Algorithm for Noise Cancellation in Musical Instruments Signal

机译:乐器信号中噪声消除的自适应平均算法

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The signal characteristics varies so fast that too of noise signal, for cancellation of noise and handling of it is very difficult. The FIR filter would not able to converge fast so that we get the desired output. In that case we have go for the other option, adaptive filters may be utilize because of their fast convergent rate. Least Mean Square (LMS), Normalized Least Mean Squares (NLMS) and Recursive Least Squares (RLS) algorithms frequently used. But these algorithms have problems of high computational complexity and stability, for that Averaging Algorithm is applied because of its fast convergence rate and low computation complexity. In the present work we are implementing Averaging Algorithm for noise reduction in the signals of the musical instruments. For that we have done experiments with Gaussian noise. The implementation is done on Matlab software.
机译:信号特性变化如此迅速,噪声信号也很快,以取消噪音和处理非常困难。 FIR滤波器无法快速收敛,以便我们获得所需的输出。 在这种情况下,我们已经进入了其他选项,由于它们的快速收敛速率,自适应滤波器可以利用。 最小均方(LMS),归一化最小均方(NLMS)和递归最小二乘(RLS)算法经常使用。 但是对于该算法存在高计算复杂性和稳定性的问题,因为它因为其快速收敛速率和低计算复杂性而施加了平均算法。 在本工作中,我们正在实施乐器信号中的降噪算法。 为此,我们已经完成了高斯噪音的实验。 实现是在MATLAB软件上完成的。

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