Skip to main content
Taylor & Francis Group Logo
    Advanced Search

    Click here to search products using title name,author name and keywords.

    • Login
    • Hi, User  
      • Your Account
      • Logout
      Advanced Search

      Click here to search products using title name,author name and keywords.

      Breadcrumbs Section. Click here to navigate to respective pages.

      Chapter

      Framework for Detecting Attacks on Sensors of Water Systems
      loading

      Chapter

      Framework for Detecting Attacks on Sensors of Water Systems

      DOI link for Framework for Detecting Attacks on Sensors of Water Systems

      Framework for Detecting Attacks on Sensors of Water Systems book

      Framework for Detecting Attacks on Sensors of Water Systems

      DOI link for Framework for Detecting Attacks on Sensors of Water Systems

      Framework for Detecting Attacks on Sensors of Water Systems book

      ByKebina Manandhar, Xiaojun Cao, Hu Fei
      BookIntelligent Sensor Networks

      Click here to navigate to parent product.

      Edition 1st Edition
      First Published 2013
      Imprint CRC Press
      Pages 11
      eBook ISBN 9780429066962
      Share
      Share

      ABSTRACT

      This chapter considers attacks on sensors deployed in a water supply system and present a framework to detect such attacks. A cyber physical system (CPS) is a system that tightly combines and coordinates its computational/cyber elements together with physical elements. Wireless sensor communications have been extensively used to enhance the intelligence of CPS, whereas sensors gather information from the physical world and convey it to the central cyber system that further processes the sensor data. The water system is modeled using the Saint-Venant model. The Saint-Venant equations are modeled as hyperbolic nonlinear equations. The Saint-Venant equations are not compatible with the Kalman filter as the filter is designed for linear systems. So, to combine the hyperbolic water system model and the Kalman filter model, the Saint-Venant equations are linearized using Taylor series expansion. The difference between these two values is compared with a threshold to detect if the sensors have been compromised or are at fault.

      T&F logoTaylor & Francis Group logo
      • Policies
        • Privacy Policy
        • Terms & Conditions
        • Cookie Policy
        • Privacy Policy
        • Terms & Conditions
        • Cookie Policy
      • Journals
        • Taylor & Francis Online
        • CogentOA
        • Taylor & Francis Online
        • CogentOA
      • Corporate
        • Taylor & Francis Group
        • Taylor & Francis Group
        • Taylor & Francis Group
        • Taylor & Francis Group
      • Help & Contact
        • Students/Researchers
        • Librarians/Institutions
        • Students/Researchers
        • Librarians/Institutions
      • Connect with us

      Connect with us

      Registered in England & Wales No. 3099067
      5 Howick Place | London | SW1P 1WG © 2022 Informa UK Limited