2013
DOI: 10.1115/1.4024830
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Development of a Portable Knee Rehabilitation Device That Uses Mechanical Loading

Abstract: Joint loading is a recently developed mechanical modality, which potentially provides a therapeutic regimen to activate bone formation and prevent degradation of joint tissues. To our knowledge, however, few joint loading devices are available for clinical or pointof-care applications. Using a voice-coil actuator, we developed an electromechanical loading system appropriate for human studies and preclinical trials that should prove both safe and effective. Two specific tasks for this loading system were develo… Show more

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Cited by 3 publications
(8 citation statements)
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“…The main requirements for this type of device would be the amount of loading force that it should generate, the frequency of the application of force, the range of motion of the applicator, nature of the actuation source, portability, lightweight quality, and compactness. A prototype device was designed previously with these factors as requirements where a voice coil actuator was used as an actuation source [9]. However, voice coil-based design proved to be bulky and expensive.…”
Section: Design Methodologymentioning
confidence: 99%
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“…The main requirements for this type of device would be the amount of loading force that it should generate, the frequency of the application of force, the range of motion of the applicator, nature of the actuation source, portability, lightweight quality, and compactness. A prototype device was designed previously with these factors as requirements where a voice coil actuator was used as an actuation source [9]. However, voice coil-based design proved to be bulky and expensive.…”
Section: Design Methodologymentioning
confidence: 99%
“…These were obtained with the help of free body diagrams of the mechanism linkages [9]. The governing equations are as follows: F12xF32x=m2 p¨2x, F12yF32y =m2p¨2y, Tm×NFRl= Id×θ¨, F32x+F53x=m3p¨3x,  F32y+F53y =m3p¨3y, F32xd3Sinθ2 +F32yd3Cosθ2F43xf3Sinθ2F43yf3Cosθ2 =m3k32α¨3, F43xF14x=m4p¨4x, F43y+F14y=m4p¨4y, F43xd…”
Section: Design Methodologymentioning
confidence: 99%
“…A dynamic analysis of the finger mechanism was performed using the Euler-Lagrangian method in [16]. The dynamic equations for the finger mechanism are given by: T1=I1+m1d12+m2L12p¨1+L1d2+L1L2p¨2normalcosfalse(p1p2false)L2d2+L1L2false(p˙1p˙2false)p2normalsinfalse(p˙1p˙2false)+m2d2+L2L1p˙1p˙2normalsinfalse(p1p2false)+m1d1+m2L1gnormalcosfalse(p1false) T2=I2+m2d22+m2L22p¨2+m2d2+m3L2L1p¨1normalcosfalse(p1p2false)m2d2+m3L2L1false(p˙1p˙2false)p˙1normalsinfalse(p1p2false)+kp˙22+k...…”
Section: Development Of Multi-fingered Artificial Handmentioning
confidence: 99%
“…It also indicates that mechanical loading can potentially help in promoting bone health and can be used on humans as a preventive procedure to reduce a risk of hip fracture as well as a therapeutic procedure to enhance the healing of bone fractures. Based on the experimental studies, it was predicted that a maximum force of 40N with a frequency in the range of 1 to 5 Hz may maximize beneficial effects for loading on human knees [16]. It is recommended that the most appropriate loading condition (e.g., force magnitude and frequency) should be determined in a future clinical trial [17].…”
Section: Introductionmentioning
confidence: 99%
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