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Effect of visco-elastic damping and capillary bed model on the peripheral pressure wave

机译:粘弹性阻尼和毛细管床模型对周围压力波的影响

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The visco-elastic models of Westerhof (1970), Wesseling (1973), Holenstein (1980) and Langewouters (1984) were incorporated in a linear distributed model of the arterial systemic circulation, extended with a pseudo nonlinear pressure-compliance function. Pressure and flow were computed at different locations along the arterial path. No significant damping was found for the proximal vessels, while more peripherally, the viscoelastic effect is considerable, reducing the pressure pulse at the femoral artery by about 20%. Except for those based on old species' data, all models revealed similar values. However, when changing the capillary bed model from a 3-element windkessel to a simple resistance, we found pressure pulse variations of the same order of magnitude (15-20% distal), even after compensating for the loss in compliance.
机译:Westerhof(1970),Wesseling(1973),Holenstein(1980)和LangeWouters(1984)的粘弹性型号掺入动脉系统性循环的线性分布模型中,延伸,具有伪非线性压力顺应功能。在沿着动脉路径的不同位置计算压力和流动。对于近端容器没有发现显着的阻尼,而粘弹性效果是相当大的,粘弹性效果显着,将股动脉的压力脉冲减少约20%。除了基于旧物种数据的人外,所有型号都显示出类似的值。然而,在将毛细管床模型从3元件的Windkessel改变为简单的阻力时,我们发现在补偿符合性损失之后,我们发现相同数量级(远端的幅度)的压力脉冲变化。

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