斯塔林方程
斯塔林方程(Starling equation)是表示流体经由毛细管膜运动所产生的静水压力及渗透压力(即所谓的斯塔林力)之流体运作方程序。
毛细管流体运动可能会出现三个过程的作为结果:
- 扩散作用
- 过滤
- 胞饮作用
斯塔林方程仅仅是指经由毛细管膜的流体运动所产生滤过的结果。
单词 | Starling equation |
释义 |
Starling equation
中文百科
斯塔林方程斯塔林方程(Starling equation)是表示流体经由毛细管膜运动所产生的静水压力及渗透压力(即所谓的斯塔林力)之流体运作方程序。 毛细管流体运动可能会出现三个过程的作为结果:
斯塔林方程仅仅是指经由毛细管膜的流体运动所产生滤过的结果。
英语百科
Starling equation 斯塔林方程![]() The Starling equation is an equation that illustrates the role of hydrostatic and oncotic forces (the so-called Starling forces) in the movement of fluid across capillary membranes. Capillary fluid movement may occur as a result of three processes: Starling's equation only refers to fluid movement across the capillary membrane that occurs as a result of filtration. In the glomerular capillaries, there is a net fluid filtration of 125 ml/min (about 180 litres/day). In the rest of the body's capillaries, there is a total net transcapillary fluid movement of 20 ml/min (about 28.8 litres/day) as a result of filtration. This is several orders of magnitude lower than the total diffusional water flux at the capillary membrane, as that is about 80,000 litres/day. |
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