A new index "loss factor Z" defined by Eq. 1 was introduced as the absolute expression of the mock loop resistance for testing a nonpulsatile pump. [formula: see text] where gamma is specific gravity of the fluid, g is the acceleration of gravity, delta P is total pressure head, and Q is flow. Z is expected to be constant, regardless of the pumping parameters. Z values obtained in the same mock loop but with different rotary blood pumps were almost identical and were defined as Z0. New methods of analysis of the flow-restrictive conditions of various rotary blood pumps are proposed in this paper: namely, differential loss factor delta Z, and loss factor sensitivity delta Z/delta A. The proposed Z-Q curves demonstrated better performance mapping than the conventional delta P-Q curves. Delta Z is the difference between the Z-Q curves of two different pumps. A is a design parameter of the pump; therefore delta Z/delta A is a quantitative expression of the effect of the design change on the hydraulic performance. These various indices were used to analyze the internal hydraulic loss of a centrifugal pump (Gyro pump). The relationship between its gap size (rotor casing) and hydraulic performance was assessed quantitatively by these indices. In this paper, the derivation processes and above-mentioned indices are described.
[1]
T Noda,et al.
Development of an atraumatic small centrifugal pump for second-generation cardiopulmonary bypass.
,
2008,
Artificial organs.
[2]
Y Nosé,et al.
In vitro performance of the Baylor/NASA axial flow pump.
,
2008,
Artificial organs.
[3]
S. Takatani,et al.
Development Of A Novel Direct Motor Driven Seal-less Centrifugal Blood Pump (Baylor Gyro Pump)
,
1991,
Proceedings of the Annual International Conference of the IEEE Engineering in Medicine and Biology Society Volume 13: 1991.
[4]
G Damm,et al.
Baylor Gyro Pump: a completely seal-less centrifugal pump aiming for long-term circulatory support.
,
2008,
Artificial organs.