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      A mathematical model for Escherichia coli chemotaxis to competing stimuli

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      https://www.riss.kr/link?id=O108115788

      • 저자
      • 발행기관
      • 학술지명
      • 권호사항
      • 발행연도

        2021년

      • 작성언어

        eng

      • Print ISSN

        0006-3592

      • Online ISSN

        1097-0290

      • 등재정보

        SCI;SCIE;SCOPUS

      • 자료형태

        학술저널

      • 원정보자원

        Biotechnology and bioengineering

      • 수록면

        4678-4686   [※수록면이 p5 이하이면, Review, Columns, Editor's Note, Abstract 등일 경우가 있습니다.]

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      • 구독기관
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        • 전남대학교 중앙도서관  
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        • 한양대학교 백남학술정보관  
        • 이화여자대학교 중앙도서관  
        • 고려대학교 도서관  
      • ⓒ COPYRIGHT THE BRITISH LIBRARY BOARD: ALL RIGHT RESERVED
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      다국어 초록 (Multilingual Abstract)

      Chemotactic bacteria sense and respond to temporal and spatial gradients of chemical cues in their surroundings. This phenomenon plays a critical role in many microbial processes such as groundwater bioremediation, microbially enhanced oil recovery, nitrogen fixation in legumes, and pathogenesis of the disease. Chemical heterogeneity in these natural systems may produce numerous competing signals from various directions. Predicting the migration behavior of bacterial populations under such conditions is necessary for designing effective treatment schemes. In this study, experimental studies and mathematical models are reported for the chemotactic response of Escherichia coli to a combination of attractant (α‐methylaspartate) and repellent (NiCl2), which bind to the same transmembrane receptor complex. The model describes the binding of chemoeffectors and phosphorylation of the kinase in the signal transduction mechanism. Chemotactic parameters of E. coli (signaling efficiency σ, stimuli sensitivity coefficient γ, and repellent sensitivity coefficient κ) were determined by fitting the model with experimental results for individual stimuli. Interestingly, our model naturally identifies NiCl2 as a repellent for κ>1. The model is capable of describing quantitatively the response to the individual attractant and repellent, and correctly predicts the change in direction of bacterial population migration for competing stimuli with a twofold increase in repellent concentration.
      Chemotactic bacteria encounter multiple and competing chemical cues within their native environment, which they use to direct their migration to favorable locations. A multi‐scale mathematical model by Middlebrooks and coworkers related changes in phosphorylated kinase at the cellular level to changes in chemotactic velocity at the population level. The model captured responses to each attractant and repellent independently, and then correctly predicted the switch in direction of bacterial migration for competing stimuli when the repellent concentration was doubled.
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      Chemotactic bacteria sense and respond to temporal and spatial gradients of chemical cues in their surroundings. This phenomenon plays a critical role in many microbial processes such as groundwater bioremediation, microbially enhanced oil recovery, n...

      Chemotactic bacteria sense and respond to temporal and spatial gradients of chemical cues in their surroundings. This phenomenon plays a critical role in many microbial processes such as groundwater bioremediation, microbially enhanced oil recovery, nitrogen fixation in legumes, and pathogenesis of the disease. Chemical heterogeneity in these natural systems may produce numerous competing signals from various directions. Predicting the migration behavior of bacterial populations under such conditions is necessary for designing effective treatment schemes. In this study, experimental studies and mathematical models are reported for the chemotactic response of Escherichia coli to a combination of attractant (α‐methylaspartate) and repellent (NiCl2), which bind to the same transmembrane receptor complex. The model describes the binding of chemoeffectors and phosphorylation of the kinase in the signal transduction mechanism. Chemotactic parameters of E. coli (signaling efficiency σ, stimuli sensitivity coefficient γ, and repellent sensitivity coefficient κ) were determined by fitting the model with experimental results for individual stimuli. Interestingly, our model naturally identifies NiCl2 as a repellent for κ>1. The model is capable of describing quantitatively the response to the individual attractant and repellent, and correctly predicts the change in direction of bacterial population migration for competing stimuli with a twofold increase in repellent concentration.
      Chemotactic bacteria encounter multiple and competing chemical cues within their native environment, which they use to direct their migration to favorable locations. A multi‐scale mathematical model by Middlebrooks and coworkers related changes in phosphorylated kinase at the cellular level to changes in chemotactic velocity at the population level. The model captured responses to each attractant and repellent independently, and then correctly predicted the switch in direction of bacterial migration for competing stimuli when the repellent concentration was doubled.

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