
Decomposition of biomolecular reaction networks into pathways is a powerful approach to the analysis of metabolic and signalling networks. Current approaches based on analysis of the stoichiometric matrix reveal information about steady-state mass flows (reaction rates) through the network. In this work, we show how pathway analysis of biomolecular networks can be extended using an energy-based approach to provide information about energy flows through the network. This energy-based approach is developed using the engineering-inspired bond graph methodology to represent biomolecular reaction networks. The approach is introduced using glycolysis as an exemplar; and is then applied to analyse the efficiency of free energy transduction in a biomolecular cycle model of a transporter protein [sodium-glucose transport protein 1 (SGLT1)]. The overall aim of our work is to present a framework for modelling and analysis of biomolecular reactions and processes which considers energy flows and losses as well as mass transport.
steady-state mass flows, Biochemistry, molecular biology, Molecular Networks (q-bio.MN), FOS: Biological sciences, signalling networks, Quantitative Biology - Molecular Networks
steady-state mass flows, Biochemistry, molecular biology, Molecular Networks (q-bio.MN), FOS: Biological sciences, signalling networks, Quantitative Biology - Molecular Networks
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