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Frontiers of Mechanical Engineering

ISSN 2095-0233

ISSN 2095-0241(Online)

CN 11-5984/TH

Postal Subscription Code 80-975

2018 Impact Factor: 0.989

Front. Mech. Eng.    2016, Vol. 11 Issue (3) : 299-310    https://doi.org/10.1007/s11465-016-0374-1
RESEARCH ARTICLE
Innovative stair climber using associated wheels
Girish Sudhir MODAK(),Manmohan Manikrao BHOOMKAR
Department of Mechanical Engineering, Amrutvahini College of Engineering, Sangamner 422608, India
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Abstract

The study proposes an innovative and completely new but low-cost configuration of a platform that can easily climb stairs. This platform serves the purpose of a chassis. Different versions, such as staircase-climbing wheelchair or staircase-climbing trolley for material transferring, can be derived depending on the structure built on the platform. The driving wheels have a shape that completely matches with the profile of the steps. Complex components are eliminated. Thus, this platform is conveniently applicable in the configurations useful for climbing staircases.

Keywords stair-climbing platform      matching wheels      impaired mobility      affordable configuration     
Corresponding Author(s): Girish Sudhir MODAK   
Online First Date: 24 March 2016    Issue Date: 31 August 2016
 Cite this article:   
Girish Sudhir MODAK,Manmohan Manikrao BHOOMKAR. Innovative stair climber using associated wheels[J]. Front. Mech. Eng., 2016, 11(3): 299-310.
 URL:  
https://academic.hep.com.cn/fme/EN/10.1007/s11465-016-0374-1
https://academic.hep.com.cn/fme/EN/Y2016/V11/I3/299
Fig.1  Paper cutout of a stair
Fig.2  Profile of a staircase as a rack
Fig.3  Wheel blank
Fig.4  Relative positions of blank and pitch line
Fig.5  Initial position at the start of generation
Fig.6  Transfer of rack profile on wheel blank
Fig.7  Generation of conjugate wheel started
Fig.8  Progress of wheel generation
Fig.9  Completed profile of the proposed wheel with three lobes
Fig.10  Completed profile of the proposed wheel with four lobes
Fig.11  Paper models of the wheels
Fig.12  Conjugate action verification
Fig.13  Profile in contact with the flat portion of step
Fig.14  Increment in radius
Fig.15  Angle nomenclature for the wheel
Fig.16  Generalized relative dimensions
Fig.17  Conjugate curve generated in software
Fig.18  Wheel generated in the software
Fig.19  Modeled wheel in contact with step
Parameter Dimension Value/mm
Height Maximum 190
Minimum 115
Depth Maximum 355
Minimum 240
Tab.1  Standard dimensions
Fig.20  Spreadsheet of the DOE calculations (column marked with yellow color is optimum because the torque requirement is minimum)
Fig.21  Prototype of the proposed platform
Fig.22  Attachment for planar motion
Fig.23  Bracket in working position
Fig.24  Bracket in retracted position
Fig.25  Removal of the lock
Fig.26  Retracted bracket at the start of the ascend
Fig.27  Start of the ascend of the complete setup
Fig.28  Brackets in retracted position
Fig.29  Setup fabricated at full scale

1?Chassis; 2?Bearing housings; 3?Axles; 4?Sprocket wheels; 5?Mechanical chain; 6?Reduction drive; 7?Single phase alternating current motor as prime mover; 8?Driving wheels having generated outline; 9?Hubs for mounting the drive wheels; 10?Nuts and bolts

adAddendum of the conjugate wheel
ddDedendum of the conjugate wheel
qAngle of slope of the staircase
fWheel rotation angle when the contact is with going
aAngle of wheel rotation when the contact is with rise
dAngle subtended by one lobe with respect to wheel center
r0Minimum radius of logarithmic spiral
dfIncremental angle of wheel rotation
f0Angle of the wheel radius with respect to minimum radius position
drIncremental increase in radius of the spiral
R0Pitch radius of the blank of wheel
aLinear travel of the center when the contact is with horizontal surface
dLinear travel of the center when the wheel is not in contact
HStep height
FRatio (depth/height) of the step
NNumber of lobes of the wheel
tParametric variable introduced in the analysis
HypHypotenuse of the right-angled triangle bounded by height and depth of the step
DStep depth
Tab.1  
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