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[Analogs and models of systemic arterial circulation]
Summary
This review surveys lumped and distributed parameter models for systemic arterial blood flow, aiding physiological research. These models help estimate hemodynamic variables and analyze pulse wave propagation in arteries.
Area of Science:
- Physiology
- Biomedical Engineering
- Computational Fluid Dynamics
Context:
- Systemic arterial blood flow modeling is crucial for understanding cardiovascular physiology.
- Experimental physiological approaches require accurate models of blood flow dynamics.
- Advances in biomedical instrumentation necessitate sophisticated modeling techniques.
Purpose:
- To provide a comprehensive survey of analogs and models for systemic arterial blood flow.
- To classify distributed parameter models based on formulation assumptions.
- To highlight the utility of these models in estimating hemodynamic variables and analyzing pulse wave propagation.
Summary:
- The review categorizes models into "lumped" (resistive, Windkessel, multi-element) and "distributed" parameter types.
- Distributed models are further classified into five categories based on fluid and wall equation assumptions.
- Emphasis is placed on recent non-linear distributed models and their physiological applications.
Impact:
- Facilitates the estimation of physiological and hemodynamic variables using experimental data.
- Supports the development and application of advanced computational models in cardiovascular research.
- Highlights the growing use of distributed parameter models in experimental and clinical settings, driven by instrumentation advances.