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Design of an embedded inverse-feedforward biomolecular tracking controller for enzymatic reaction processes.


ABSTRACT: Feedback control is widely used in chemical engineering to improve the performance and robustness of chemical processes. Feedback controllers require a 'subtractor' that is able to compute the error between the process output and the reference signal. In the case of embedded biomolecular control circuits, subtractors designed using standard chemical reaction network theory can only realise one-sided subtraction, rendering standard controller design approaches inadequate. Here, we show how a biomolecular controller that allows tracking of required changes in the outputs of enzymatic reaction processes can be designed and implemented within the framework of chemical reaction network theory. The controller architecture employs an inversion-based feedforward controller that compensates for the limitations of the one-sided subtractor that generates the error signals for a feedback controller. The proposed approach requires significantly fewer chemical reactions to implement than alternative designs, and should have wide applicability throughout the fields of synthetic biology and biological engineering.

SUBMITTER: Foo M 

PROVIDER: S-EPMC5362158 | biostudies-literature | 2017 Apr

REPOSITORIES: biostudies-literature

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Design of an embedded inverse-feedforward biomolecular tracking controller for enzymatic reaction processes.

Foo Mathias M   Kim Jongrae J   Sawlekar Rucha R   Bates Declan G DG  

Computers & chemical engineering 20170401


Feedback control is widely used in chemical engineering to improve the performance and robustness of chemical processes. Feedback controllers require a 'subtractor' that is able to compute the error between the process output and the reference signal. In the case of embedded biomolecular control circuits, subtractors designed using standard chemical reaction network theory can only realise one-sided subtraction, rendering standard controller design approaches inadequate. Here, we show how a biom  ...[more]

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