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Laplace's Law
George Margolis, MD
Dartmouth Medical School Hanover, NH
JAMA. 1975;231(8):811.
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| Since this article does not have an abstract, we have provided the first 150 words of the full text PDF and any section headings. |
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To the Editor.—
Although I am a neuropathologist, I am puzzled by the use of Laplace's law in the theoretical explanation of pressure neuropathy (229:1864, 1974). This is obviously because my frame of reference related to the application of this law in vascular disease,1,2 ie, T=PxR where T is wall tension, P is distending pressure, and R is the radius. Here the effect of increased luminal pressure, multiplied by the vascular radius, on wall stress is self-evident. But in the case of externally applied pressure, would not such a directional force decrease rather than increase wall tension?
. . . [Full Text PDF of this Article]
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