Literature DB >> 33779315

A mathematical model of the rat kidney. III. Ammonia transport.

Alan M Weinstein1,2.   

Abstract

Ammonia generated within the kidney is partitioned into a urinary fraction (the key buffer for net acid excretion) and an aliquot delivered to the systemic circulation. The physiology of this partitioning has yet to be examined in a kidney model, and that was undertaken in this work. This involves explicit representation of the cortical labyrinth, so that cortical interstitial solute concentrations are computed rather than assigned. A detailed representation of cortical vasculature has been avoided by making the assumption that solute concentrations within the interstitium and peritubular capillaries are likely to be identical and that there is little to no modification of venous composition as blood flows to the renal vein. The model medullary ray has also been revised to include a segment of proximal straight tubule, which supplies ammonia to this region. The principal finding of this work is that cortical labyrinth interstitial ammonia concentration is likely to be several fold higher than systemic arterial ammonia. This elevation of interstitial ammonia enhances ammonia secretion in both the proximal convoluted tubule and distal convoluted tubule, with uptake by Na+-K+-ATPases of both segments. Model prediction of urinary ammonia excretion was concordant with measured values, but at the expense of greater ammoniagenesis, with high rates of renal venous ammonia flux. This derives from a limited capability of the model medulla to replicate the high interstitial ammonia concentrations that are required to drive collecting duct ammonia secretion. Thus, renal medullary ammonia trapping appears key to diverting ammonia from the renal vein to urine, but capturing the underlying physiology remains a challenge.NEW & NOTEWORTHY This is the first mathematical model to estimate solute concentrations within the kidney cortex. The model predicts cortical ammonia to be several fold greater than in the systemic circulation. This higher concentration drives ammonia secretion in proximal and distal tubules. The model reveals a gap in our understanding of how ammonia generated within the cortex is channeled efficiently into the final urine.

Entities:  

Keywords:  ammoniagenesis; net acid excretion; renal cortex; renal medulla; renal microcirculation

Mesh:

Substances:

Year:  2021        PMID: 33779315      PMCID: PMC8285647          DOI: 10.1152/ajprenal.00008.2021

Source DB:  PubMed          Journal:  Am J Physiol Renal Physiol        ISSN: 1522-1466


  59 in total

1.  Accounting for oxygen in the renal cortex: a computational study of factors that predispose the cortex to hypoxia.

Authors:  Chang-Joon Lee; Bruce S Gardiner; Jennifer P Ngo; Saptarshi Kar; Roger G Evans; David W Smith
Journal:  Am J Physiol Renal Physiol       Date:  2017-04-12

2.  A mathematical model of the inner medullary collecting duct of the rat: pathways for Na and K transport.

Authors:  A M Weinstein
Journal:  Am J Physiol       Date:  1998-05

3.  A mathematical model of rat distal convoluted tubule. I. Cotransporter function in early DCT.

Authors:  Alan M Weinstein
Journal:  Am J Physiol Renal Physiol       Date:  2005-04-26

4.  Analysis of the factors influencing peritubular PCO2 in the rat.

Authors:  L J Atherton; W M Deen; D A Maddox; F J Gennari
Journal:  Am J Physiol       Date:  1984-07

5.  A mathematical model of rat ascending Henle limb. II. Epithelial function.

Authors:  Alan M Weinstein; Thomas A Krahn
Journal:  Am J Physiol Renal Physiol       Date:  2009-11-18

6.  Regulation of K transport in a mathematical model of the cortical collecting tubule.

Authors:  J Strieter; A M Weinstein; G Giebisch; J L Stephenson
Journal:  Am J Physiol       Date:  1992-12

7.  Contribution of individual superficial nephron segments to ammonium handling in chronic metabolic acidosis in the rat. Evidence for ammonia disequilibrium in the renal cortex.

Authors:  E Simon; D Martin; J Buerkert
Journal:  J Clin Invest       Date:  1985-08       Impact factor: 14.808

8.  A mathematical model of the rat kidney. II. Antidiuresis.

Authors:  Alan M Weinstein
Journal:  Am J Physiol Renal Physiol       Date:  2020-02-24

9.  Renal ammoniagenesis in humans with chronic potassium depletion.

Authors:  A Tizianello; G Garibotto; C Robaudo; S Saffioti; R Pontremoli; M Bruzzone; G Deferrari
Journal:  Kidney Int       Date:  1991-10       Impact factor: 10.612

10.  Ammonia addition into the medullary collecting duct of the rat.

Authors:  H Sonnenberg; S Cheema-Dhadli; M B Goldstein; B J Stinebaugh; D R Wilson; M L Halperin
Journal:  Kidney Int       Date:  1981-02       Impact factor: 10.612

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  1 in total

1.  A mathematical model of the rat kidney. IV. Whole kidney response to hyperkalemia.

Authors:  Alan M Weinstein
Journal:  Am J Physiol Renal Physiol       Date:  2022-01-10
  1 in total

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