This proposal is for the continuation of several research projects that
use mathematical modeling to integrate and interpret experimental findings
so that a better understanding of kidney function be can attained. More
specifically, this proposal is directed to understanding renal processes
that exhibit complex dynamic behaviors and/or complex spatial
interactions, at the levels of microvessels, tubules, and nephron
populations.
Hypotheses for renal hemodynamic control will be tested by analyzing the
coupling of the tubuloglomerular feedback (TGF) oscillator with vasomotion
of the afferent arteriole (AA) and with adjoining TGF oscillators, by
constructing a minimal dynamic and spatially distributed model of the AA
to study the coordination and propagation of vasoconstriction arising from
major determinants of vaso-activity, and by constructing a detailed model
of nitric oxide action on vessel walls to determine its role in
maintaining total segmental resistance. Hypotheses for the urine
concentrating mechanism will be tested by analyzing the single-solute
avian mechanism and by investigating potential mammalian inner medullary
mechanisms that operate via descending limb hypertonicity. The principal
mathematical methods that will be employed are explicit analysis,
numerical methods for solving ordinary and partial differential equations,
and the immersed boundary technique.
The nature of the inner medullary urine concentrating mechanism remains an
unsolved mystery of normal renal function. Many disorders of whole-body
water balance result from inappropriate or deranged regulation of the
concentrating mechanism. The afferent arteriole and the juxtaglomerular
apparatus are major regulatory sites for blood flow and nephron load. A
more complete analysis of the influences that come to bear at these sites,
and their interactions, could greatly enrich our understanding of blood
pressure control and renal electrolyte management. Moreover, these
intrarenal control processes are deranged in several important renal
diseases, including hypertension and diabetes, which are major causes of
chronic renal failure in humans.
National Institute of Diabetes and Digestive and Kidney Diseases
CFDA Code
DUNS Number
044387793
UEI
TP7EK8DZV6N5
Project Start Date
01-January-1990
Project End Date
30-June-1999
Budget Start Date
01-July-1997
Budget End Date
30-June-1998
Project Funding Information for 1997
Total Funding
$140,692
Direct Costs
$100,542
Indirect Costs
$40,150
Year
Funding IC
FY Total Cost by IC
1997
National Institute of Diabetes and Digestive and Kidney Diseases
$140,692
Year
Funding IC
FY Total Cost by IC
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