public 40:00

Paul Aspinwall : String Theory and Geometry

  -   Graduate/Faculty Seminar ( 215 Views )

public 01:34:47

Benjamin Cooke : Secret Asian Man

  -   Graduate/Faculty Seminar ( 214 Views )

public 01:14:46

Dmitry Vagner : TBA

  -   Graduate/Faculty Seminar ( 193 Views )

public 01:34:47

Paul Bendich : Persistance!

  -   Graduate/Faculty Seminar ( 175 Views )

No abstract yet.

public 01:34:46
public 01:34:41

Ben Gaines : TBA

  -   Graduate/Faculty Seminar ( 168 Views )


public 01:49:41

Mark Stern : Grant Workshop

  -   Graduate/Faculty Seminar ( 160 Views )

public 01:34:25

Paul Bendich : Job Tryout

  -   Graduate/Faculty Seminar ( 151 Views )

Another Job Audition.

public 01:34:29

Harold Layton : Irregular Flow Oscillations in the Nephrons of Spontaneously Hypertensive Rats

  -   Graduate/Faculty Seminar ( 151 Views )

The nephron is the functional unit of the kidney. The flow rate in each nephron is regulated, in part, by tubuloglomerular feedback, a negative feedback loop. In some parameter regimes, this feedback system can exhibit oscillations that approximate limit-cycle oscillations. However, nephron flow in spontaneously hypertensive rats (SHR) can exhibit highly irregular oscillations similar to deterministic chaos. We used a mathematical model of tubuloglomerular feedback (TGF) to investigate potential sources of the irregular oscillations and the associated complex power spectra in SHR. A bifurcation analysis of the TGF model equation was performed by finding roots of the characteristic equation, and numerical simulations of model solutions were conducted to assist in the interpretation of the analysis. Four potential sources of spectral complexity in SHR were identified: (1) bifurcations that produce qualitative changes in solution type, leading to multiple spectrum peaks and their respective harmonic peaks; (2) continuous lability in delay parameters, leading to broadening of peaks and their harmonics; (3) episodic lability in delay parameters, leading to multiple peaks and their harmonics; and (4) coupling of small numbers of nephrons, leading to broadening of peaks, multiple peaks, and their harmonics. We conclude that the complex power spectra in SHR may be explained by the inherent complexity of TGF dynamics, which may include solution bifurcations, variation in TGF parameters, and coupling between small numbers of neighboring nephrons.