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On Multiloop Interaction and Relative and Bristol Gains

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Abstract The relationship between multiloop design and Bristol gains of a multivariable plant is shown. The Bristol and relative gains are distinguished. The Bristol gains B characterize the plant and the relative gains Λ characterize the designed feedback system. It is Λ, not B, that determines the interaction in loop designs. Λ is equal to B in a loop only at frequencies where all other loop gains are much above 0dB, usually significantly below the respective loop gain crossover frequencies. Λ=1 in a loop at frequencies where all other loop gains are much below 0dB, usually significantly above the respective loop gain crossover frequencies. The transition of Λ in a loop from B to 1 in the important medium frequency range is one of the most interesting and under-researched aspects of loop design interaction.
Title: On Multiloop Interaction and Relative and Bristol Gains
Description:
Abstract The relationship between multiloop design and Bristol gains of a multivariable plant is shown.
The Bristol and relative gains are distinguished.
The Bristol gains B characterize the plant and the relative gains Λ characterize the designed feedback system.
It is Λ, not B, that determines the interaction in loop designs.
Λ is equal to B in a loop only at frequencies where all other loop gains are much above 0dB, usually significantly below the respective loop gain crossover frequencies.
Λ=1 in a loop at frequencies where all other loop gains are much below 0dB, usually significantly above the respective loop gain crossover frequencies.
The transition of Λ in a loop from B to 1 in the important medium frequency range is one of the most interesting and under-researched aspects of loop design interaction.

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