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Multibody System Dynamics - Springer Nature | 2024 Impact Factor:2.4 | Cite Score:5.4 | Q1

Multibody System Dynamics Journal

Impact Factor and Journal Rank of Multibody System Dynamics

  • About: Multibody System Dynamics encompasses a broad range of topics related to multibody systems and their applications, including:
  • Theoretical Foundations: Development of mathematical models, algorithms, and analytical methods for describing the dynamics of rigid and flexible multibody systems. Computational Methods: Numerical techniques, simulations, and computational algorithms used to analyze multibody dynamics and solve complex problems. Experimental Validation: Experimental procedures, testing methodologies, and validation techniques to verify theoretical models and computational predictions. Application Areas: Application of multibody dynamics principles to various fields such as: Vehicle dynamics Aerospace technology Robotics and mechatronics Machine dynamics Crashworthiness and impact mechanics Biomechanics and human motion analysis Artificial intelligence and machine learning applied to multibody systems System identification and parameter estimation
  • Publication Types:
    Multibody System Dynamics publishes a variety of scholarly contributions:
    Research Articles: Original research papers presenting novel findings, methodologies, or computational models in multibody dynamics. Review Articles: Comprehensive reviews that summarize the state-of-the-art in specific areas of multibody system dynamics research, highlighting trends and future directions. Application Studies: Reports on practical applications of multibody dynamics in real-world scenarios, including case studies and experimental validations. Methodological Papers: Contributions introducing new computational techniques, experimental methodologies, or theoretical frameworks relevant to multibody systems.
  • Impact and Contribution:
    Multibody System Dynamics plays a pivotal role in advancing research and development in the field by fostering collaboration between researchers, engineers, and practitioners. The journal publications contribute to the body of knowledge in multibody dynamics, influencing advancements in technology, engineering design, and scientific understanding across diverse application domains.

  • Editor-in-Chief:  Jorge A.C. Ambrósio

  • Scope: The journal Multibody System Dynamics covers a comprehensive range of topics related to theoretical, computational, and experimental methods in rigid and flexible multibody systems. It focuses on both the foundational aspects of multibody dynamics and their practical applications across various fields of science and technology. Key areas of interest include:
  • Theoretical Foundations: Development and refinement of mathematical models and computational algorithms for analyzing multibody systems.
  • Computational Methods: Numerical techniques, simulation methodologies, and software tools for studying the dynamics and kinematics of multibody systems.
  • Experimental Procedures: Validation techniques and experimental setups used to verify theoretical models and computational simulations in multibody dynamics.
  • Application Areas: The application of multibody dynamics principles to various domains such as:
    Vehicle dynamics
    Aerospace technology
    Robotics and mechatronics
    Machine dynamics
    Crashworthiness
    Biomechanics
    Artificial intelligence
    System identification
  • Latest Research Topics for PhD in Computer Science

  • Print ISSN:  13845640

    Electronic ISSN:  1573272X

  • Abstracting and Indexing:  Scopus, Science Cittaion Index Expanded

  • Imapct Factor 2024:  2.4

  • Subject Area and Category:   Computer Science, Computer Science Applications, Engineering, Aerospace Engineering, Mechanical Engineering, Mathematics, Control and Optimization, Modeling and Simulation

  • Publication Frequency:  

  • H Index:  77

  • Best Quartile:

    Q1:  Aerospace Engineering

    Q2:  

    Q3:  

    Q4:  

  • Cite Score:  5.4

  • SNIP:  1.657

  • Journal Rank(SJR):  0.868