Design and analysis of a magnetically levitated axial flux BLDC motor for a ventricular assist device (VAD)

Design and analysis of a magnetically levitated axial flux BLDC motor for a ventricular assist device (VAD)

This study presents the design of a magnetically levitated (maglev) axial magnetic flux brushless direct current motor (AF-BLDC) for an axial blood flow ventricular assist device (VAD). It has three phases, twelve salient stator poles, and eight rotor magnet poles. It is designed in miniature size. Twin AF-BLDC motors are placed in the VAD symmetrically and rotors are coupled to the pump from two sides. The stator and rotor of the proposed motor are designed with a hole since magnetic flux does not pass through the central part. Pump impellers may be placed in this hole for larger pump chamber volume and lower speed. The motor has a passive magnetic bearing and does not involve contact and friction to minimize blood damage. Bearing magnets ensure magnetic suspension. Axial magnetic fluxes are parallel to blood flow direction, thus minimizing penetration of magnetic field into blood. Magnetic parameters, axial pull force, and torque of the proposed motor have been analyzed by the 3-dimensional finite elements method (3D-FEM) to confirm the motor design. Solutions are compared with maglev and non-maglev designs.

___

  • [1] Pohlmann A, Lesmann, M, Hameyer K. Comparative study on optimization methods for a motor-drive of artificial hearts. International Conference on Electrical Machines and Systems (ICEMS); 10–13 October 2010; Incheon: pp. 1754-1758.
  • [2] Pohlmann A, Hameyer K. A study on permanent magnet topologies for hybrid bearings for medical drives applied in Ventricular Assist Devices. Archives of Electrical Engineering 2011; 60: 371-380.
  • [3] Timms D. A review of clinical ventricular assist devices. Medical Engineering & Physics 2011; 33: 1041-1047.
  • [4] Okada Y, Yamashiro N, Ohmori K, Masuzawa T, Yamane T, Konishi Y, Ueno S. Mixed flow artificial heart pump with axial self-bearing motor. IEEE/ASME Transactions on Mechatronics 2005; 10: 658-665.
  • [5] Wu H, Wang Z, Lv X. Design and simulation of axial flow maglev blood pump. Int. Journal of Information Engineering and Electronic Business 2011; 2: 42-48.
  • [6] McKay J C, Prato F S, Thomas A W. A literature review: the effects of magnetic field exposure on blood flow and blood vessels in the microvasculature. Bioelectromagnetics 2007; 28: 81-98.
  • [7] Neethu S, Shinoy KS, Shajilal AS. Novel design, optimization and realization of axial flux motor for implantable blood pump. Power Electronics, Drives and Energy Systems (PEDES) & 2010 Power India. 2–23 December 2010; New Delhi, India. pp. 1-6.
  • [8] Asama J, Hamasaki Y, Oiwa T, Chiba A. Proposal and analysis of a novel single-drive bearingless motor. IEEE Transaction on Industrial Electronics 2013; 60: 129-138.
  • [9] Yang SM, Huang CL. Design of a new electromagnetic actuator which can produce three-dimensional forces. IEEE Transaction on Magnetics 2009; 45: 4153-4156.
  • [10] Yang SM. Design and implementation of a magnetically levitated single-axis controlled axial blood pump. IEEE Transactions on Industrial Electronics 2011; 58: 611-617.
  • [11] Yang SM. Electromagnetic actuator implementation and control for resonance vibration reduction in miniature magnetically levitated rotating machines. IEEE Transactions on Industrial Electronics 2011; 58: 611-617.
  • [12] Horikawa O, Andrade AJP, Silva I, Bock EGP. Magnetic suspension of the rotor of a ventricular assist device of mixed flow type. Artificial Organs 2008; 32: 334-341.
  • [13] Varshney G, Katiyar VK, Kumar S. Effect of magnetic field on the blood flow in artery having multiple stenosis: a numerical study. International Journal of Engineering, Science and Technology 2010; 2: 67-82.
  • [14] Fitzgerald AE, Kingsley C, Umans SD. Electric Machinery. 6th ed. New York, NY, USA: McGraw-Hill, 2002.
  • [15] Polhman A, Lesmann M, Hamayer K. Algorithm-based drive design for a ventricular assist device. The International Journal for Computation and Mathematics in Electrical and Electronic Engineering 2012; 31: 1067-1076.