2011
DOI: 10.1163/016918611x568620
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Velocity Control with Gravity Compensation for Magnetic Helical Microswimmers

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Cited by 118 publications
(80 citation statements)
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“…where B 0 is the magnetic flux density at the center of the Helmholtz coils, f is the rotational frequency and (ũ,ṽ) are the basis vectors of the plane orthogonal to the axis n. The 3D Helmholtz coils capable of generating uniform rotating magnetic field are widely used by many researchers to rotate helical propulsive swimming microrobots in 3D space [41,[45][46][47]. Moreover, with the modulation of the currents passing through the coils, the Helmholtz coil setup can generate various magnetic fields adapted for the motion control of different microrobots: for example, a square wave oscillating magnetic field for actuating a jellyfish-like swimming microrobot [48], an on/off magnetic field for the motion control of flexible metal nanowire motors [49] or for a magnetic mite (MagMite) [50] and a conical magnetic field to decrease the off-axis motion of helical microrobots [51].…”
Section: Electromagnetic Actuation Systemsmentioning
confidence: 99%
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“…where B 0 is the magnetic flux density at the center of the Helmholtz coils, f is the rotational frequency and (ũ,ṽ) are the basis vectors of the plane orthogonal to the axis n. The 3D Helmholtz coils capable of generating uniform rotating magnetic field are widely used by many researchers to rotate helical propulsive swimming microrobots in 3D space [41,[45][46][47]. Moreover, with the modulation of the currents passing through the coils, the Helmholtz coil setup can generate various magnetic fields adapted for the motion control of different microrobots: for example, a square wave oscillating magnetic field for actuating a jellyfish-like swimming microrobot [48], an on/off magnetic field for the motion control of flexible metal nanowire motors [49] or for a magnetic mite (MagMite) [50] and a conical magnetic field to decrease the off-axis motion of helical microrobots [51].…”
Section: Electromagnetic Actuation Systemsmentioning
confidence: 99%
“…Then, Ghosh et al [37] achieved following a curved trajectory (e.g., "R@H") with their helical microrobots, which were navigated by a pre-programmed controller to actuate the magnetic field. Mahoney et al [41] demonstrated a "U-turn" trajectory in a horizontal plane with the gravity compensation of helical microrobots. Jeong et al [74] used a pair of Maxwell coils in the vertical direction to compensate the gravity of a drilling microrobot.…”
Section: Open-loop Controlmentioning
confidence: 99%
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“…The steering was realized by the gradient direction which was different from magnetically actuated helical swimmers. Mahoney showed open-loop controlled swimming of a helical swimmer with an overall length of 5 mm, which enabled a "U-turn" trajectory in the vertical plane [19]. He proposed a method to calculate the inclination angle of the helical swimmer with the horizontal plane, so that the helical swimmer could generate a propulsion force in the upward direction to compensate its own gravity.…”
Section: Introductionmentioning
confidence: 99%
“…Therefore, a three-dimensional position control system is needed to compensate for the weight of the microrobot. [3] However, fabrication and measurement errors introduce uncertainties into the weight and buoyancy force of a microrobot. The hydrodynamic drag force is another source of uncertainty in microrobot dynamics.…”
Section: Introductionmentioning
confidence: 99%