Simulation of post-dialysis urea rebound using regional flow model

Clinical and Experimental Nephrology

Volumn 8, Issue 2, 2004, Pages 139-145

  Yashiro, Masatomo ^a   Watanabe, Hitomi ^a   Muso, Eri ^b  

^a KYOTO CITY HOSPITAL   (Japan)

^b Kitano Hospital   (Japan)

Author keywords

Dialysis; Regional flow model; Urea rebound

Indexed keywords

UREA;

ARTICLE; BLOOD FLOW; CLINICAL ARTICLE; ECHOCARDIOGRAPHY; HEMODIALYSIS; HEMODYNAMICS; HUMAN; KIDNEY FUNCTION; MALE; SYSTEMIC CIRCULATION; UREA BLOOD LEVEL;

EID: 3142559635     PISSN: 13421751     EISSN: None     Source Type: Journal    
DOI: 10.1007/s10157-004-0284-0     Document Type: Article

References (19)

1. Lawarie EG, Laird NM, Parker TF, Sargent JA. Effect of the hemodialysis prescription on patient morbidity: report from the National Cooperative Dialysis Study. N Engl J Med 1981;305: 1176-81.
2. Daugirdas JT. Second generation logarithmic estimates of single pool variable volume Kt/V: an analysis of error. J Am Soc Nephrol 1993;4:1205-13.
3. Depner TA. Pitfalls in quantifying hemodialysis. Semin Dial 1993;6:127-33.
4. Bernard B, Bosc J-Y, Leblanc M, Garred L, Vaussenat F, Bonardet A, et al. A simple and accurate method to determine equilibrated post-dialysis urea concentration. Kidney Int 1997;51:2000-5.
5. Gotch FA. Kinetic modeling in hemodialysis. In: Nissenson AR, Fine RN, Gentile DE, editors. Clinical dialysis. Third Ed. East Norwalk: Appleton and Lange; 1995. pp 156-88.
6. Pedrini LA, Zereik S, Rasmy S. Causes, kinetics and clinical implications of post-hemodialysis urea rebound. Kidney Int 1988;34: 817-24.
7. George TO, Priester-Coary A, Dunea G, Schneditz D, Tarif N, Daugirdas JT. Cardiac output and urea kinetics in dialysis patients: Evidence supporting the regional blood flow model. Kidney Int 1996;50:1273-7.
8. Smye SW, Lindley EJ, Will EJ. Simulating the effect of exercise on urea clearance in hemodialysis. J Am Soc Nephrol 1998;9:128-32.
9. Schneditz D, Van Stone JC, Daugirdas JT. A regional blood circulation alternative to in-series two compartment urea kinetic modeling. ASAIO J 1993;39:M573-7.
10. Schneditz D, Daugirdas JT. Formal analytical solution to a regional blood flow and diffusion based urea kinetic model. ASAIO J 1994;40:M667-73.
11. Schneditz D, Fariyike B, Osheroff R, Levin NW. Is intercompartmental urea clearance during hemodialysis a perfusion term? A cpmparison of two pool urea kinetic models J Am Soc Nephrol 1995;6:1360-70.
12. Yamada T, Hiraga S, Akiba T, Marumo F. Analysis of urea nitrogen and creatinine kinetics in hemodialysis: comparison of a variable-volume two-compartment model with a regional blood flow model and investigation of an appropriate solute kinetics model for clinical application. Blood Purif 2000;18:18-29.
13. Yashiro M, Hamada Y, Matsushima H, Muso E. Estimation of filtration coefficients and circulating plasma volume by continuously monitoring hematocrit during hemodialysis. Blood Purif 2002;20:569-76.
14. Shneditz D, Kaufmann AM, Polaschegg HD, Lewin NW, Daugirdas JT. Cardiopulmonary recirculation during hemodialysis. Kidney Int 1992;42:1450-6.
15. Star RA, Hootkins R, Thompson JR, Poole T, Toto RD. Variabilty and stability of two pool urea transfer coefficients (abstract). J Am Soc Nephrol 1992;3:395.
16. Nelder JA, Mead R. A Simplex method for function minimization. Computer J 1965;7:308-13.
17. Kamikubo K, Murase H, Murayama M, Miura K. Microcomputer-based nonlinear regression analysis of ligand-binding data: application of Akaike's information criterion. Jpn J Pharmacol 1986;40:342-6.
18. Teichholz LE, Kreulen T, Herman MV, Gorlin R. Problems in echocardiographic volume determinations: echocardiographic-angiographic correlation in the presence or absence of asynergy. Am J Cardiol 1976;37:7-11.
19. Malovrh M. Non-invasive evaluation of vessels by duplex sonography prior to construction of arteriovenous fistula for haemodialysis. Nephrol Dial Transplant 1998;13:125-9.