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Why is the windkessel model a three element model?


Asked by Dayton Nichols on Dec 08, 2021 FAQ



Three-element The three-element Windkessel improves on the two-element model by incorporating another resistive element to simulate resistance to blood flow due to the characteristic resistance of the aorta (or pulmonary artery). The differential equation for the 3-element model is: 3-Element
Next,
The Windkessel model takes into consideration the following parameters while modeling the cardiac cycle: Arterial Compliance: refers to the elasticity and extensibility of the major artery during the cardiac cycle. Peripheral Resistance: refers to the flow resistance encountered by the blood as it flows through the systemic arterial system.
In fact, The four-element Windkessel model. In earlier studies the authors found that the three-element windkessel, although an almost perfect load for isolated heart studies, does not lead to correct estimates of the total arterial parameters such as the aortic characteristic impedance and total arterial compliance.
Consequently,
The Windkessel Model is analogous to the Poiseuille’s Law for a hydraulic system. It describes the flow of blood through the arteries as the flow of fluid through pipes. In this report, we focus on the electrical circuit equivalent, as shown in Figure 2. 2of15 Model of Aortic Blood Flow Using the Windkessel Model Catanho, Sinha, Vijayan
Similarly,
The basic Windkessel model calculates the exponential pressure curve determined by the systolic and diastolic phases of the cardiac cycle. As the number of elements in the model increases, a new physiological factor is accounted for and more accurate the results are when related to the original curve.