Abstract:
Locomotion is a functional measure of the walking ability of vertebrates. It involves
parameters like maximum running speed and gait analysis. Gait analysis has been
previously employed using parameters like bone scaling, strength, calculating safety
factor and typical ground reaction forces (GRFs). Other approaches rely on developing
musculoskeletal models of vertebrates in reference to the locomotion patterns.
Recently, scientists have developed forward dynamic evolutionary robotics simulation
program (GaitSym) led by a research team at the University of Manchester UK. This
program is used to study locomotion and gait using input parameters like muscle mass
and joint coordinates with the lowest possible metabolic cost. The major advantage of
this program is that we can understand how vertebrates moved in the past utilizing
their size to function features based on animal’s morphology. However, the
disadvantage is that we do not still understand how large or small magnitude of force
is required to execute a reasonable gait pattern.
In this research, we have generated computer models of gait analysis using a
vertebrate model (Phasianus colchicum). The uniqueness of this study lies in a fact
that the analysis was performed outside evolutionary robotics simulation program (i.e.
GaitSym) using the same strategy as in the GaitSym. However additionally, Finite
Element Analysis was also incorporated to overcome the GaitSym’s inability to
consider bone’s geometry. This has provided us an opportunity to integrate parameters
which was otherwise not possible in GaitSym so as to acquire realistic gait patterns.
This study also utilized laws of mechanics for proper definition of gait boundary
condition by utilizing correct vectors.
Using image based-finite element analysis (FEA) boundary conditions were applied for
both phases of gait i.e. stance phase and swing phase. Results from both phases
were compared to investigate realistic magnitude of force parameters to address the
overall vertebrate‘s skeleton integrity which was found reasonable.
FE results acquired from this study are promising compared to the results available in
literature to-date. Stresses acquired from stance phase and swing phase are 16MPa
and 99MPa respectively. These stresses are a bit under estimated yet within the safety
range of bone. Whereas the ultimate compressive strength of bone is reported as
15
180MPa – 200MPa (Currey, 2002). However both models (Stance and Swing phase)
depict a reasonable metabolic cost. Moreover the deformation models with varying
mesh densities have also been reasonably converged.
It is concluded that GaitSym may hold true for existing exoskeletons to a certain limit
knowing no geometry is considered. However there is a need to optimize the genetic
algorithm of GaitSym for balanced locomotion. This is only possible if GaitSym alters
its input force in the ODE or optimize its coordinates of skeleton relative to the
simulations conducted in this study to retain skeleton integrity. A novel synergy for
incorporation of stress into GaitSym has also been proposed at the end of this
research.