The American journal of physiology
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The elementary principles of liquid dynamics are described by the equations of Bernoulli and Poiseuille. Bernoulli's equation deals with nonviscous liquids under steady streamline flow. Pressures in such flows are related to gravity and/or acceleration. ⋯ Flow, up or down, must be induced by some source of energy against the resistance of the circuit. In the case of the circulation, the pumping action of the heart supplies the needed energy gradients. Flow in collapsible tubes, like veins, obeys the same basic laws of liquid dynamics except that transmural pressures near zero or below zero reduce markedly the cross-sectional area of the tube, which increases the viscous resistance to flow.(ABSTRACT TRUNCATED AT 250 WORDS)
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General features of the processes that contribute to renal potassium excretion are understood from clearance, stop-flow, micropuncture, and in vitro microperfusion experiments. However, the complex architecture of the kidney has made it difficult to examine individual nephron segments in all parts of the kidney. Accordingly, the extent to which distinguishable nephron populations, such as superficial and deep, may differ in their contributions to overall potassium excretion are not known. ⋯ Systemic factors that affect potassium excretion (potassium intake, sodium chloride intake, mineralocorticoid hormone levels, acid-base balance, and diuretic treatments) do so by modifying the net uptake of potassium from blood to cell and by altering the rate of fluid flow through the distal nephron. Under most circumstances, the distal nephron in the cortex appears to secrete potassium and the medullary collecting duct reabsorbs potassium. Although it is clear that successive nephron segments transport potassium in different ways, evidence to date does not indicate that potassium is handled differently by superficial nephrons compared to nephrons whose glomeruli lie in the deeper levels of the cortex.