McClatchey Penn M, Frisbee Jefferson C, Reusch Jane E B
Division of Endocrinology, University of Colorado Anschutz Medical Campus, Aurora, CO, USA.
Department of Bioengineering, University of Colorado Anschutz Medical Campus, Aurora, CO, USA.
Microcirculation. 2017 Aug;24(6). doi: 10.1111/micc.12359.
A growing body of evidence indicates that impaired microvascular perfusion plays a pathological role in a number of diseases. This manuscript aims to better define which aspects of microvascular perfusion are important, what mass transport processes (eg, insulin action, tissue oxygenation) may be impacted, and what therapies might reverse these pathologies.
We derive a theory of microvascular perfusion and solute flux drawing from established relationships in mass transport and anatomy. We then apply this theory to predict relationships between microvascular perfusion parameters and microvascular solute flux.
For convection-limited exchange processes (eg, pulmonary oxygen uptake), our model predicts that bulk blood flow is of primary importance. For diffusion-limited exchange processes (eg, insulin action), our model predicts that perfused capillary density is of primary importance. For convection/diffusion co-limited exchange processes (eg, tissue oxygenation), our model predicts that various microvascular perfusion parameters interact in a complex, context-specific manner. We further show that our model can predict established mass transport defects in disease (eg, insulin resistance in diabetes).
The contributions of microvascular perfusion parameters to tissue-level solute flux can be described using a minimal mathematical model. Our results hold promise for informing therapeutic interventions targeting microvascular perfusion.
越来越多的证据表明,微血管灌注受损在多种疾病中发挥着病理作用。本手稿旨在更好地确定微血管灌注的哪些方面很重要,哪些物质传输过程(如胰岛素作用、组织氧合)可能受到影响,以及哪些治疗方法可能逆转这些病理状况。
我们从物质传输和解剖学中已确立的关系推导出一种微血管灌注和溶质通量理论。然后我们应用该理论来预测微血管灌注参数与微血管溶质通量之间的关系。
对于对流受限的交换过程(如肺对氧气的摄取),我们的模型预测总体血流最为重要。对于扩散受限的交换过程(如胰岛素作用),我们的模型预测灌注毛细血管密度最为重要。对于对流/扩散共同受限的交换过程(如组织氧合),我们的模型预测各种微血管灌注参数以复杂的、特定于上下文的方式相互作用。我们进一步表明,我们的模型可以预测疾病中已确立的物质传输缺陷(如糖尿病中的胰岛素抵抗)。
微血管灌注参数对组织水平溶质通量的贡献可以用一个简单的数学模型来描述。我们的结果有望为针对微血管灌注的治疗干预提供信息。