Stochastic simulation of the FDA centrifugal blood pump benchmark

Biomech Model Mechanobiol. 2021 Oct;20(5):1871-1887. doi: 10.1007/s10237-021-01482-0. Epub 2021 Jun 30.

Abstract

In the present study, the effect of physical and operational uncertainties on the hydrodynamic and hemocompatibility characteristics of a centrifugal blood pump designed by the U.S. food and drug administration is investigated. Physical uncertainties include the randomness in the blood density and viscosity, while the operational uncertainties are composed of the pump rotational speed, mass flow rate, and turbulence intensity. The non-intrusive polynomial chaos expansion has been employed to conduct the uncertainty quantification analysis. Additionally, to assess each stochastic parameter's influence on the quantities of interest, the sensitivity analysis is utilized through the Sobol' indices. For numerical simulation of the pump's blood flow, the SST [Formula: see text] turbulence model and a power-law model of hemolysis were employed. The pump's velocity field is profoundly affected by the rotational speed in the bladed regions and the mass flow rate in other zones. Furthermore, the hemolysis index is dominantly sensitive to blood viscosity. According to the results, pump hydraulic characteristics (i.e., head and efficiency) show a more robust behavior than the hemocompatibility characteristics (i.e., hemolysis index) regarding the operational and physical uncertainties. Finally, it was found that the probability distribution function of the hemolysis index covers the experimental measurements.

Keywords: FDA blood pump; Hemolysis; LVAD; Polynomial Chaos expansion; Power-law hemolysis model; Stochastic condition; Uncertainty quantification.

MeSH terms

  • Benchmarking
  • Blood Viscosity
  • Cardiovascular Diseases / therapy*
  • Computer Simulation
  • Equipment Design
  • Heart-Assist Devices*
  • Hemodynamics
  • Hemolysis
  • Humans
  • Hydrodynamics
  • Models, Cardiovascular*
  • Models, Theoretical
  • Nonlinear Dynamics
  • Probability
  • Stochastic Processes
  • United States
  • United States Food and Drug Administration
  • Viscosity