On many occasions, the effective signal and interference in the input and output data of the system belong to different frequency bands. For example, when the output is mixed with non-stationary slow drift signals (low frequency interference) or high frequency disturbance (high frequency interference), or noise is mixed in the measurement of input and output data of the process, they could generally be filtered out by the filters.

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Dynamic Correlation Integration with Input and Output Filter

  • Jian Wang

摘要

On many occasions, the effective signal and interference in the input and output data of the system belong to different frequency bands. For example, when the output is mixed with non-stationary slow drift signals (low frequency interference) or high frequency disturbance (high frequency interference), or noise is mixed in the measurement of input and output data of the process, they could generally be filtered out by the filters.