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A Neuromuscular Algorithm for a Powered Foot-Ankle Prosthesis Shows Robust Control of Level
Walking and Stair Ascent
Hessel AL*, Tahir U*, Petak J*, LeMoyne RC*, Han Z **, Tester J* and Nishikawa KC*
* The Center for Bioengineering Innovation, Northern Arizona University, Flagstaff, USA
** iWalk, Inc. Bedford, MA, USA
alh385@nau.edu
1 Introduction
Currently, three types of lower limb prosthetic
devices are available commercially for persons
with a lower limb amputation: passive, energy
storage and return, and powered prostheses
(Zelic 2012). These types of prostheses offer
benefits for persons with different levels of
function and activity. The mechanical
complexity varies from effectively stationary
passive prostheses, to energy storage and return
devices that include deflecting components and
moving parts, to more complex electro-
mechanical powered prostheses that provide
actuation during plantarflexion and/or
dorsiflexion (Au et al. 2007).
The iWalk BiOM is a powered foot-ankle
prosthesis for persons with trans-tibial amputa-
tion (Markowitz et al. 2011). Provision of motor
power permits faster walking than can be pro-
duced using only the spring-like behavior pro-
vided by passive devices. However, the use of
active motor power raises the issue of control
(Farrell & Herr 2011). The control approach ex-
hibits no inherent adaptation to varying envi-
ronmental conditions. Instead, algorithms gen-
erate positive feedback torque control for all
intended activities and variations of terrain. Alt-
hough the current BiOM performs well across a
range of level and ramp walking speeds, more
robust control algorithms could potentially im-
prove users’ experience for all terrain walk. It is
possible that bio-inspired algorithms could offer
that robustness.
Current drawbacks to neuromuscular control-
lers lie in the use of Hill-type muscle models,
which lack the ability to predict history depend-
ent muscle properties (such as residual force
enhancement or depression). These properties
enable the muscles in our body to adapt instan-
taneously to changes in load without requiring
sensory feedback, an intrinsic property that has
remain unexplained for decades (Nishikawa et
al. 2013).
Our laboratory has spent the last several years
investigating intrinsic muscle properties. We
recently developed a “winding filament” hy-
pothesis for muscle contraction that incorporates
a role for the giant titin protein in active muscle
(Nishikawa et al. 2012, fig. 1). The winding fil-
ament hypothesis (WFH) fills important gaps
while building on the sliding filament theory.
The hypothesis proposes that N2A titin (red dot,
Fig. 1) binds to actin (blue) upon Ca2+ influx in
skeletal muscle (Fig. 1, middle), and that PEVK
titin (green) winds on thin filaments during
force development (Fig. 1, bottom) because the
cross-bridges (purple) not only translate but also
rotate the thin filaments (for supporting evi-
dence, see Nishikawa et al. 2012).
Figure 1
Schematic of a muscle half sarcomere, showing thin fila-
ments (blue), thick filaments (purple) and titin filament
(green and red). The winding filament hypothesis propos-
es that, upon Ca2+ influx, N2A titin (red) binds to thin
filaments (blue), and that the cross bridges (purple) wind
PEVK titin (green) on the thin filaments.
The WFH accurately predicts intrinsic muscle
properties (Nishikawa et al. 2012). This new
hypothesis could allow us to develop robust
control algorithms for control of powered pros-
theses. Our goal was to develop a WFH-based
control algorithm for the BiOM prosthesis and
test its function during level walking, stair as-
cent and descent, and backwards walking.
2
2 Methods
We developed a bio-inspired control algo-
rithm for the BiOM foot-ankle prosthesis
(iWalk, Inc.), based on the winding filament hy-
pothesis. The control algorithm incorporates a
pair of virtual muscles that emulate the subject’s
shank muscles prior to amputation: an anterior
tibialis anterior muscle, which contracts to ef-
fect ankle dorsiflexion; and a posterior muscle
based on the soleus and gastrocnemius, which
contracts to effect ankle plantarflexion. The
force produced by each virtual muscle is calcu-
lated using a model inspired by the winding fil-
ament hypothesis (Fig. 1). In our model, a con-
tractile element represents myosin cross-
bridges, a pulley represents actin thin filaments,
a spring represents titin, and a second spring
represents tendons. In each time step, the simu-
lation calculates the length of the anterior and
posterior muscles based on ankle angular posi-
tion.
The muscle model estimates the torque pro-
duced by each muscle based on its length and
level of activation. The length of each muscle is
determined at each time step from a sensor on
the prosthesis that measures the ankle angle.
The muscles are activated in a simple pattern:
the dorsiflexor is activated at 50% of its maxi-
mum force during swing, and the plantarflexor
is activated at 50% of its maximum force during
stance. The control algorithm calculates the net
ankle torque at each time step.
The net ankle torque from the model deter-
mines the current applied to the motor, and
therefore the torque produced by the prosthesis.
We tested subjects under a variety of conditions
including level walking, stair ascent, descent,
and backwards walking.
3 Results
Our results indicate that the WFH-based con-
trol algorithm for the BiOM prosthesis is capa-
ble of producing ankle torque profiles during
level walking that are similar to the BiOM stock
controller and human ankle (Herr & Grabowski
2011). The WFH-based control algorithm is also
capable of reproducing ankle torque profiles that
match those of able-bodied individuals during
stair ascent (Sinitski et al. 2012) with minimal
sensing (i.e., ankle angle) and no change in acti-
vation or model parameters. Preliminary data
indicate that stair descent and backwards walk-
ing are limited in success due to mechanical
constraints of the BiOM design.
4 Discussion
Our research demonstrates successful imple-
mentation of a neuromuscular controller for a
powered foot-ankle prosthesis based on the
winding filament hypothesis. By implementing
a control algorithm that, like muscle, adapts in-
stantaneously to changes in load, we have
achieved more robust prosthesis control. Our
work will continue to test the WFH controller's
robustness on ramps, uneven terrain and on
compliant substrates. Ongoing studies also in-
clude metabolic cost of transport.
Literature Cited
Au SK, Herr H, Weber J, Martinez-Villalpando EC (2007) Conf
Proc IEEE Eng Med Biol Soc 2007:3020-6.
Farrell MT, Herr H (2011) Conf Proc IEEE Eng Med Biol Soc
2011:6041-6.
Markowitz J, Krishnaswamy P, Eilenberg M., Endo K, Barnhart
C, Herr H (2011) Phil Trans Roy Soc B 366: 1621-31.
Nishikawa KC, Monroy JA, Uyeno TA, Yeo SH, Pai DK,
Lindstedt SL (2012) Proc Roy Soc B 297:981-90.
Nishikawa KC, Monroy JA, Powers KL, Gilmore LA, Uyeno
TA, Lindstedt SL (2013) Adv Exp Med Biol 782:111-25.
Sinitski EH, Hansen AH, Wilken JM (2012). J Biomech 45:588-
94.
Zelić KE (2012) PhD Thesis, University of Michigan.
Acknowledgements – We thank Zhixiu Han from iWalk for his
assistance with the implementation of the WFM in the BiOM.
This work was supported by NSF IOS 0742483, IOS-1025806,
and IIP-1237878.

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DW15Abstract_Hessel Anthony_Modified 3-12

  • 1. 1 A Neuromuscular Algorithm for a Powered Foot-Ankle Prosthesis Shows Robust Control of Level Walking and Stair Ascent Hessel AL*, Tahir U*, Petak J*, LeMoyne RC*, Han Z **, Tester J* and Nishikawa KC* * The Center for Bioengineering Innovation, Northern Arizona University, Flagstaff, USA ** iWalk, Inc. Bedford, MA, USA alh385@nau.edu 1 Introduction Currently, three types of lower limb prosthetic devices are available commercially for persons with a lower limb amputation: passive, energy storage and return, and powered prostheses (Zelic 2012). These types of prostheses offer benefits for persons with different levels of function and activity. The mechanical complexity varies from effectively stationary passive prostheses, to energy storage and return devices that include deflecting components and moving parts, to more complex electro- mechanical powered prostheses that provide actuation during plantarflexion and/or dorsiflexion (Au et al. 2007). The iWalk BiOM is a powered foot-ankle prosthesis for persons with trans-tibial amputa- tion (Markowitz et al. 2011). Provision of motor power permits faster walking than can be pro- duced using only the spring-like behavior pro- vided by passive devices. However, the use of active motor power raises the issue of control (Farrell & Herr 2011). The control approach ex- hibits no inherent adaptation to varying envi- ronmental conditions. Instead, algorithms gen- erate positive feedback torque control for all intended activities and variations of terrain. Alt- hough the current BiOM performs well across a range of level and ramp walking speeds, more robust control algorithms could potentially im- prove users’ experience for all terrain walk. It is possible that bio-inspired algorithms could offer that robustness. Current drawbacks to neuromuscular control- lers lie in the use of Hill-type muscle models, which lack the ability to predict history depend- ent muscle properties (such as residual force enhancement or depression). These properties enable the muscles in our body to adapt instan- taneously to changes in load without requiring sensory feedback, an intrinsic property that has remain unexplained for decades (Nishikawa et al. 2013). Our laboratory has spent the last several years investigating intrinsic muscle properties. We recently developed a “winding filament” hy- pothesis for muscle contraction that incorporates a role for the giant titin protein in active muscle (Nishikawa et al. 2012, fig. 1). The winding fil- ament hypothesis (WFH) fills important gaps while building on the sliding filament theory. The hypothesis proposes that N2A titin (red dot, Fig. 1) binds to actin (blue) upon Ca2+ influx in skeletal muscle (Fig. 1, middle), and that PEVK titin (green) winds on thin filaments during force development (Fig. 1, bottom) because the cross-bridges (purple) not only translate but also rotate the thin filaments (for supporting evi- dence, see Nishikawa et al. 2012). Figure 1 Schematic of a muscle half sarcomere, showing thin fila- ments (blue), thick filaments (purple) and titin filament (green and red). The winding filament hypothesis propos- es that, upon Ca2+ influx, N2A titin (red) binds to thin filaments (blue), and that the cross bridges (purple) wind PEVK titin (green) on the thin filaments. The WFH accurately predicts intrinsic muscle properties (Nishikawa et al. 2012). This new hypothesis could allow us to develop robust control algorithms for control of powered pros- theses. Our goal was to develop a WFH-based control algorithm for the BiOM prosthesis and test its function during level walking, stair as- cent and descent, and backwards walking.
  • 2. 2 2 Methods We developed a bio-inspired control algo- rithm for the BiOM foot-ankle prosthesis (iWalk, Inc.), based on the winding filament hy- pothesis. The control algorithm incorporates a pair of virtual muscles that emulate the subject’s shank muscles prior to amputation: an anterior tibialis anterior muscle, which contracts to ef- fect ankle dorsiflexion; and a posterior muscle based on the soleus and gastrocnemius, which contracts to effect ankle plantarflexion. The force produced by each virtual muscle is calcu- lated using a model inspired by the winding fil- ament hypothesis (Fig. 1). In our model, a con- tractile element represents myosin cross- bridges, a pulley represents actin thin filaments, a spring represents titin, and a second spring represents tendons. In each time step, the simu- lation calculates the length of the anterior and posterior muscles based on ankle angular posi- tion. The muscle model estimates the torque pro- duced by each muscle based on its length and level of activation. The length of each muscle is determined at each time step from a sensor on the prosthesis that measures the ankle angle. The muscles are activated in a simple pattern: the dorsiflexor is activated at 50% of its maxi- mum force during swing, and the plantarflexor is activated at 50% of its maximum force during stance. The control algorithm calculates the net ankle torque at each time step. The net ankle torque from the model deter- mines the current applied to the motor, and therefore the torque produced by the prosthesis. We tested subjects under a variety of conditions including level walking, stair ascent, descent, and backwards walking. 3 Results Our results indicate that the WFH-based con- trol algorithm for the BiOM prosthesis is capa- ble of producing ankle torque profiles during level walking that are similar to the BiOM stock controller and human ankle (Herr & Grabowski 2011). The WFH-based control algorithm is also capable of reproducing ankle torque profiles that match those of able-bodied individuals during stair ascent (Sinitski et al. 2012) with minimal sensing (i.e., ankle angle) and no change in acti- vation or model parameters. Preliminary data indicate that stair descent and backwards walk- ing are limited in success due to mechanical constraints of the BiOM design. 4 Discussion Our research demonstrates successful imple- mentation of a neuromuscular controller for a powered foot-ankle prosthesis based on the winding filament hypothesis. By implementing a control algorithm that, like muscle, adapts in- stantaneously to changes in load, we have achieved more robust prosthesis control. Our work will continue to test the WFH controller's robustness on ramps, uneven terrain and on compliant substrates. Ongoing studies also in- clude metabolic cost of transport. Literature Cited Au SK, Herr H, Weber J, Martinez-Villalpando EC (2007) Conf Proc IEEE Eng Med Biol Soc 2007:3020-6. Farrell MT, Herr H (2011) Conf Proc IEEE Eng Med Biol Soc 2011:6041-6. Markowitz J, Krishnaswamy P, Eilenberg M., Endo K, Barnhart C, Herr H (2011) Phil Trans Roy Soc B 366: 1621-31. Nishikawa KC, Monroy JA, Uyeno TA, Yeo SH, Pai DK, Lindstedt SL (2012) Proc Roy Soc B 297:981-90. Nishikawa KC, Monroy JA, Powers KL, Gilmore LA, Uyeno TA, Lindstedt SL (2013) Adv Exp Med Biol 782:111-25. Sinitski EH, Hansen AH, Wilken JM (2012). J Biomech 45:588- 94. Zelić KE (2012) PhD Thesis, University of Michigan. Acknowledgements – We thank Zhixiu Han from iWalk for his assistance with the implementation of the WFM in the BiOM. This work was supported by NSF IOS 0742483, IOS-1025806, and IIP-1237878.