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Citation: Hasan EU, Khan LA, Hussain Z and Yousaf N. Gait Adaptive Robotic Leg. Austin J Robot & Autom.
2015;2(1): 1006.
Austin J Robot & Autom - Volume 2 Issue 1 - 2015
ISSN : 2471-0407 | www.austinpublishinggroup.com
Khan et al. © All rights are reserved
Austin Journal of Robotics & Automation
Open Access
Abstract
The paper is in the field of Bio Medical Engineering. It is focused on
rehabilitation of above knee amputees through the implementation of a design
that is simple enough to facilitate them carry out their daily routine tasks (walk,
sit and stand) with ease. A working model of the gait adaptive robotic leg was
developed using the various techniques of bio medical and mechatronics
engineering. Amongst the phases of human gait the swing phase posture was
modeled for working out the kinematics of robotic leg.
Keywords: Above knee amputees; Phases of human gait; Kinematics
further required to confine the area of research since leg amputations
can be of six different types and to go through all of them was not
at all a wise decision [3]. For the purpose of best utilization of the
research the most frequently occurring leg amputation was taken into
consideration, which even if addressed alone can cover the major parts
of leg amputations [4]. Thus we started working on trans-femoral
amputation (in which people suffer from Above knee disability) [5,6]
as we found from our survey that it is the most frequently found
amputation in people. Moreover, this type of amputation covers the
knee joint and the ankle joint both being the sensitive and focal joints
of leg where knee joint is responsible for the movement of leg during
walk and hence it was figured out that it’s the knee joint which is the
basic joint that needs to be designed to adequately address the Above
Knee amputation [7,8]. To start with we first enlisted the important
parameters that are required to design a knee joint. Amongst these,
phases of human gait were of utmost importance and are shown
below (Figure 1) [9].
From the figure above it can be clearly seen that knee joint
alone does not complete the walk parameters it takes help from the
push of the foot for which ankle joint comes into action but it was
further concluded from the figure shown above that it’s the knee
joint which plays the major role and if knee joint in designed as per
requirement, design of the ankle joint would not be involving any
major calculations and a spring supported mechanism may also fulfill
the demand [10]. It can be taken as an obvious fact that the major
weight of the human body is onto the knee joints and the most critical
phase on the phase of human gait is the swing phase as weight is that
Introduction
The technology now-a-days has sufficiently benefited the
developed countries as they made it so as to fill the mould of their
lifestyle, quiet fair for them as they worked hard for achieving that.
On the other hand, this boom of technology has not only comforted
the researchers of the developed countries but has also provided
the developing countries with readymade products. This is showing
an alarming situation and therefore, needs a wakeup call for the
researchers of the developing countries to come up with at least what
they can by utilizing the available resources, otherwise the technology
gap will continue to rise. This research deals with active and passive
prosthetic limb designs. Though both the approaches address the
operating characteristics of a particular structure under study but the
difference lies in the way they replicate the structure. The structure
designed in active prosthetic limb design is quiet close to real
structure as compared to the passive prosthetic limb design and this
fact makes the implementation of former type expensive whereas the
later approach stands inexpensive instead [1]. This paper reflects a
mixture of both the limb design approaches and tends to motivate the
researchers of the developing countries to unveil the creative ideas of
their mind and try to design a product within the resources available
to them.
Objective
The objectives of this paper is to modify the design of a robotic leg,
implement the normal human gait using the designed knee joint and
maintain stability using sensor data to eliminate the need of crutches.
Mathematical Modeling
The paper focuses onto facilitating the people of developing
countries with an advanced solution against prosthesis. In developing
countries the need of prosthetic leg came up from the same source
that forced the researchers in the developed countries to come up
with a suitable solution. In particular, the idea ascended due to the
wars held at those times. They needed to have substitutes to their legs,
arms, or hands, for which they started the work on artificial limbs at
their own land because it was not economical to get delivered from
overseas. Artificial limb centers have been developed since 1911
but none have come up with making the amputation replacement
adaptive to human gait [2]. Now though the idea was there but it was
Review Article
Gait Adaptive Robotic Leg
Hasan EU1
, Khan LA2
*, Hussain Z3
and Yousaf N4
Department of Mechatronics Engineering, Air University,
Pakistan
*Corresponding author: Khan LA, Department of
Mechatronics Engineering, Air University, Pakistan
Received: September 22, 2014; Accepted: February 13,
2015; Published: February 16, 2015
Figure 1: Phases of Human Gait.
Austin J Robot & Autom 2(1): id1006 (2015) - Page - 02
Khan LA Austin Publishing Group
Submit your Manuscript | www.austinpublishinggroup.com
factor which would define the torque required for lifting the leg and
taking it from the toe-off swing phase to heel strike swing phase [9].
For the calculation purpose, characteristics tabulated below were
taken into account (Table 1).
The reason behind focusing on the data above is because it is
considered to fulfil the requirements of all age groups in general since
life period from 20 to 32 is considered to be the most active period of
a person’s life.
Considering a person with a weight of 80 kg, as long this person is
standing the weight distribution would be as follows (Figure 2):
According to the above flow chart, an 80 kg person while standing
will have 40 kg trunk weight and each leg of such person will weigh
20 kg. Now since the phase under study is the swing phase, so during
swing phase trunk weight remains the same whereas the weight of
the leg in the swing phase further reduces by 50% and transfers that
weight to the leg in stance phase. Thus in swing phase the weight
distribution becomes (Figure 3):
Thus, the average weight of the normal human leg for a person of
80 kg weight comes out to be 10 kg. As an already available leg was
being modified the rods connecting the thigh to the designed knee
joint and the accessories connecting the Knee joint to foot remained
under consideration so as to make sure that the design of the knee
joint is compatible to their fixtures [11]. Some components are:
•	 Artificial Foot
•	 Foot Adapter
•	 Tube Rod (Length: 40 cm, Diameter: 30 mm, Thickness:
4mm, can be cut down to length required)
•	 Suction Socket
The material of the above mentioned components is pylon (an
alloy of Aluminium)
Kinematics of Prosthetic leg
Kinematics is required to estimate the amount of swing in the
leg. In this research we have consider as a two link structure (Figure
4) [12].
The hip joint is taken as reference where initial world co-ordinates
are (X0
, Y0
). The local co-ordinates of thigh are (X1
, Y1
) and similarly
for ankle they are (X2
, Y2
). The design of leg does not involves the
design of foot but in order to get an exact idea about the total swing of
leg the foot is also assigned local co-ordinates (X3
, Y3
).
L1
is the length between Hip and Knee Joint
L2
is the length between Knee and Foot
θ1
is the angle between hip and thigh
θ2
is the angle between thigh and ankle
θ3
is the angle between ankle and foot
We have taken the hip and knee joint as a pin joint. The hip
is taken as reference and is taken as ground. The next step was to
calculate the kinematics of the leg.
Forward kinematics
Forward kinematics is a geometrical method of computation of
position and orientation of manipulator using its joint angles. The
manipulator joint angles are known as the angles formed by the
base and the input links. The unknown position is described by the
reference co-ordinate in XYZ plane.
For this research we have calculated the transformations of the
leg from hip joint to the foot.
Age group 20 to 32 years
Average human height 1.65 to 1.78 cm
Average length from human ankle to knee center 150 cm
Average human weight 67 to 83 kg
Table 1: Characteristics taken as reference for this research [1].
Figure 2: Weight distribution of a normal human body during stancephase.
Figure 3: Weight distribution of a normal human body during swing phase.
Figure 4: Leg Model.
Austin J Robot & Autom 2(1): id1006 (2015) - Page - 03
Khan LA Austin Publishing Group
Submit your Manuscript | www.austinpublishinggroup.com
In order to calculate the transformations, first we have calculated
the DH table parameters (Table 2).
Where
ai
is the distance between zi
and zi+1
measured along xi
αi
is the angle between zi
and zi+1
measured about xi
di
is the distance between xi-1
and xi
measured along zi
θi
is the angle between xi-1
and xi
measured about zi
Using the above table the transformation matrix is calculated. The
general form of transformation matrix is [12]:
1
1 1 1 1i 1
i
1 1 1 1
0
T
0 0 0 1
i i i
i i i i i i i
i i i i i i i
c s a
s c c c s s d
s s c s c c d
θ θ
θ α θ α α α
θ α θ α α α
−
− − − −−
− − − −
− 
 − − =
 −
 
 
			
						 (1)
The overall transformation is calculated as:
11 12 13
21 22 230
3
31 32 33
0 0 0 1
x
y
z
r r r p
r r r p
T
r r r p
 
 
 =
 
 
 
				
						 (2)
Where
r11
=(c1
c2
-s1
s2
)c3
+ (-c1
s2
-s1
c2
)s3
r12
=-(c1
c2
-s1
s2
)c3
+ (-c1
s2
-s1
c2
)s3
r21
=(s1
c2
+c1
s2
)c3
+ (-c1
c2
-s1
s2
)s3
r22
=-(s1
c2
+c1
s2
)c3
+ (-c1
c2
-s1
s2
)s3
r13
=r23
=r31
=r32
=pz
=0
r33
=1
px
=(c1
c2
-s1
s2
)l2
+c1
l1
py
=(s1
c2
+c1
s2
)l2
+s1
l1
After this, parameters like angular velocity and torque required
for lifting the leg were determined. On the basis of these results, an
actuator with the following specifications was used as a knee joint
(Table 3):
The system flow diagram can be understood from the following
figure (Figure 5):
Accelerometer and gyroscopes were used to maintain the stability
of the leg without using crutches.
Developed working model of robotic leg
Some pictures of the developed working model are given below
(Figure 6 a, b).
Prior to application of the robotic leg on patients, cosmetics will
be applied on the leg to cover the electronic circuits and design of the
knee joint such that it depicts the shape as close to that of a normal
human.
The operation of the robotic leg has been tested at 12 V, 24 V
and 36 V, the results fairly fulfilled the desired criteria being set.
However, the input voltage can be further increased from 36 V till 48
V. Batteries acquired by the user to operate the robotic leg will have to
wear lithium polymer batteries on his/her belly in a utility waist pack.
Moreover, the leg has a manual bending feature which can be
utilized to sit, stand or fold the robotic leg when the batteries are out
of charge (Figure 6c) (Figure 6 d, e).
Results
The knee joint transformation with time was plotted on Matlab®
showing the movement of leg during the swing phase (Figure 7).
Similarly the following graph displays the behaviour of the two
sensors Gyroscope and Accelerometer when fused together to get a
stable and understandable value (Figure 8).
i αi-1
ai-1
di
θi
1 0 0 0 θ1
2 0 L1
0 θ2
3 0 L2
0 θ3
Table 2: DH-Table of prosthetic leg.
Operating Voltage 24 to 48 VDC
Weight 1.2 kg
Length Closed 10 cm
Table 3: Specifications of linear actuator.
Figure 5: Control System Flow Diagram.
a b
Figure 6 a & b: Two views of Robotic leg reference position.
Austin J Robot & Autom 2(1): id1006 (2015) - Page - 04
Khan LA Austin Publishing Group
Submit your Manuscript | www.austinpublishinggroup.com
Where filtered angle (along the y-axis) is plotted against a number
of samples (along the x-axis) taken at different intervals of times.
The graph developed above had the reason that whenever the
sensors Gyroscopes and Accelerometers are used, there is a need
of filtration in the acquired data according to requirement. In our
case, the behaviour shown by the accelerometer showed acceptable
variations as compared to that of the gyroscope. To bring the values
of the gyroscope to some meaningful level we designed various filters.
The data of the sensors acquired separately didn’t come out to be
Figure 6c: Labeled view of developed working model of gait adaptive robotic
leg.
Linear Actuator
d e
Figure 6(d): Knee joint bent to demonstrate its position during the swing
phase. (e): Showing the placement of linear actuator.
Figure 7: Knee Joint Transformation with time.
much helpful and hence using the fact that Accelerometer data can
be used to achieve a certain level and gyroscope data can be used to
filter accelerometer noise as well as quickly respond to any change
in the orientation, their acquired data was fused together to not only
read the current location of the leg but to also move the leg into the
desired orientation.
Conclusion
The design of control systems, have always remained the most
demanding subject in Mechatronics and to design an adaptive control
demands much more than that. The implementation of control system
using the synchronization of sensors needed proper installation and
placement of sensors since the design of the algorithm was solely
based on their output at various stages.
The controller we used was Arduino-R3 development board,
the programming was simple (close to plain English) and the
motor control became quite simple enough but the pins it had for
Inter-Integrated circuit (I2
C), were sufficient for the interfacing
of only one sensor due to which we had to use two Arduino-R3
development boards which increased the hardware to be attached to
human body and increased the chances of lose of data through serial
communication between the two control units (the master and the
slave control).
Acknowledgement
We appreciate the sincere efforts put forth by Dr Nadeem Gul
(Manager ALC) and Mr. Asghar at Artificial Limb Center (ALC),
Fauji Foundation Hospital Rawalpindi, without the help of which
we would not have been able to address the bio medical standards
of the robotic leg. We are also grateful to the entire Mechatronics
department of Air University who provided us with a healthy
environment to work with.
References
1.	 Roozbeh Borjian, James Lim, Mir Behrad Khamesee, William Melek, The
Design of an Intelligent Mechanical Active Prosthetic Knee. IEEE xplore.
2008.
2.	 Astrom KJ. Adaptive Control. Second Edition. Dorling Kindersley Pvt Ltd,
India.
3.	 Douglas G, Smith MD. Atlas of Amputations and Limb Deficiencies, Mosby-
Year Book; 2 Sub edition. 1992.
4.	 Aeyels B, Peeraer L, Vander Sloten J, Van der Perre G. Development of an
above-knee prosthesis equipped with a microcomputer-controlled knee joint:
first test results. J Biomed Eng. 1992; 14: 199-202.
Figure 8: Filtered Output Data from Gyroscope and Accelerometer.
Austin J Robot & Autom 2(1): id1006 (2015) - Page - 05
Khan LA Austin Publishing Group
Submit your Manuscript | www.austinpublishinggroup.com
5.	 van der Linden ML, Solomonidis SE, Spence WD, Li N, Paul JP. A
methodology for studying the effects of various types of prosthetic feet on the
biomechanics of trans-femoral amputee gait. J Biomech. 1999; 32: 877-889.
6.	 Zlatnik D, Beatrice Steiner, and Gerhard Schweitzer, Finite-State Control of
a Trans-Femoral (TF) Prosthesis. IEEE Trans, Control Sys. Tech. 2002; 10.
7.	 Peeraer L, Aeyels B, Van der Perre G. Development of EMG-based mode
and intent recognition algorithms for a computer-controlled above-knee
prosthesis. J Biomed Eng. 1990; 12: 178-182.
8.	 Aeyels B, Van Petegem W, Vander Sloten J, Van der Penre G, Peerae L. An
EMG-Based Finite State Approach for a Microcomputer Control Above-Knee
Prosthesis. in IEEE Trans. EMBC and CMBEC. 1995; 2: 1315-1316.
9.	 Blumentritt Siegmar. Design Principles, Biomechanical Data and Clinical
Experience with a Polycentric Knee Offering Controlled Stance Phase Knee
Flexion: A Preliminary Report. JPO: Journal of Prostheticsand Orthotics.
1997; 9: 18-24.
10.	Negoto Yukio. Development of Externally Powered Lower Limb Orthosis with
Bilateral-servo Actuator. IEEE 9th International Conference on Rehabilitation
Robotics. 2005; 394-399.
11.	Croney J. Anthropometry for designers. Publisher: Batsford, London Joint
Structure and Function: A Comprehensive Analysis, 4th edition. 1980.
12.	Craig John J. Introduction to Robotics, Upper Saddle River, N.J. Pearson
Education. 2005.
Citation: Hasan EU, Khan LA, Hussain Z and Yousaf N. Gait Adaptive Robotic Leg. Austin J Robot & Autom.
2015;2(1): 1006.
Austin J Robot & Autom - Volume 2 Issue 1 - 2015
ISSN : 2471-0407 | www.austinpublishinggroup.com
Khan et al. © All rights are reserved

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Austin Journal of Robotics & Automation

  • 1. Citation: Hasan EU, Khan LA, Hussain Z and Yousaf N. Gait Adaptive Robotic Leg. Austin J Robot & Autom. 2015;2(1): 1006. Austin J Robot & Autom - Volume 2 Issue 1 - 2015 ISSN : 2471-0407 | www.austinpublishinggroup.com Khan et al. © All rights are reserved Austin Journal of Robotics & Automation Open Access Abstract The paper is in the field of Bio Medical Engineering. It is focused on rehabilitation of above knee amputees through the implementation of a design that is simple enough to facilitate them carry out their daily routine tasks (walk, sit and stand) with ease. A working model of the gait adaptive robotic leg was developed using the various techniques of bio medical and mechatronics engineering. Amongst the phases of human gait the swing phase posture was modeled for working out the kinematics of robotic leg. Keywords: Above knee amputees; Phases of human gait; Kinematics further required to confine the area of research since leg amputations can be of six different types and to go through all of them was not at all a wise decision [3]. For the purpose of best utilization of the research the most frequently occurring leg amputation was taken into consideration, which even if addressed alone can cover the major parts of leg amputations [4]. Thus we started working on trans-femoral amputation (in which people suffer from Above knee disability) [5,6] as we found from our survey that it is the most frequently found amputation in people. Moreover, this type of amputation covers the knee joint and the ankle joint both being the sensitive and focal joints of leg where knee joint is responsible for the movement of leg during walk and hence it was figured out that it’s the knee joint which is the basic joint that needs to be designed to adequately address the Above Knee amputation [7,8]. To start with we first enlisted the important parameters that are required to design a knee joint. Amongst these, phases of human gait were of utmost importance and are shown below (Figure 1) [9]. From the figure above it can be clearly seen that knee joint alone does not complete the walk parameters it takes help from the push of the foot for which ankle joint comes into action but it was further concluded from the figure shown above that it’s the knee joint which plays the major role and if knee joint in designed as per requirement, design of the ankle joint would not be involving any major calculations and a spring supported mechanism may also fulfill the demand [10]. It can be taken as an obvious fact that the major weight of the human body is onto the knee joints and the most critical phase on the phase of human gait is the swing phase as weight is that Introduction The technology now-a-days has sufficiently benefited the developed countries as they made it so as to fill the mould of their lifestyle, quiet fair for them as they worked hard for achieving that. On the other hand, this boom of technology has not only comforted the researchers of the developed countries but has also provided the developing countries with readymade products. This is showing an alarming situation and therefore, needs a wakeup call for the researchers of the developing countries to come up with at least what they can by utilizing the available resources, otherwise the technology gap will continue to rise. This research deals with active and passive prosthetic limb designs. Though both the approaches address the operating characteristics of a particular structure under study but the difference lies in the way they replicate the structure. The structure designed in active prosthetic limb design is quiet close to real structure as compared to the passive prosthetic limb design and this fact makes the implementation of former type expensive whereas the later approach stands inexpensive instead [1]. This paper reflects a mixture of both the limb design approaches and tends to motivate the researchers of the developing countries to unveil the creative ideas of their mind and try to design a product within the resources available to them. Objective The objectives of this paper is to modify the design of a robotic leg, implement the normal human gait using the designed knee joint and maintain stability using sensor data to eliminate the need of crutches. Mathematical Modeling The paper focuses onto facilitating the people of developing countries with an advanced solution against prosthesis. In developing countries the need of prosthetic leg came up from the same source that forced the researchers in the developed countries to come up with a suitable solution. In particular, the idea ascended due to the wars held at those times. They needed to have substitutes to their legs, arms, or hands, for which they started the work on artificial limbs at their own land because it was not economical to get delivered from overseas. Artificial limb centers have been developed since 1911 but none have come up with making the amputation replacement adaptive to human gait [2]. Now though the idea was there but it was Review Article Gait Adaptive Robotic Leg Hasan EU1 , Khan LA2 *, Hussain Z3 and Yousaf N4 Department of Mechatronics Engineering, Air University, Pakistan *Corresponding author: Khan LA, Department of Mechatronics Engineering, Air University, Pakistan Received: September 22, 2014; Accepted: February 13, 2015; Published: February 16, 2015 Figure 1: Phases of Human Gait.
  • 2. Austin J Robot & Autom 2(1): id1006 (2015) - Page - 02 Khan LA Austin Publishing Group Submit your Manuscript | www.austinpublishinggroup.com factor which would define the torque required for lifting the leg and taking it from the toe-off swing phase to heel strike swing phase [9]. For the calculation purpose, characteristics tabulated below were taken into account (Table 1). The reason behind focusing on the data above is because it is considered to fulfil the requirements of all age groups in general since life period from 20 to 32 is considered to be the most active period of a person’s life. Considering a person with a weight of 80 kg, as long this person is standing the weight distribution would be as follows (Figure 2): According to the above flow chart, an 80 kg person while standing will have 40 kg trunk weight and each leg of such person will weigh 20 kg. Now since the phase under study is the swing phase, so during swing phase trunk weight remains the same whereas the weight of the leg in the swing phase further reduces by 50% and transfers that weight to the leg in stance phase. Thus in swing phase the weight distribution becomes (Figure 3): Thus, the average weight of the normal human leg for a person of 80 kg weight comes out to be 10 kg. As an already available leg was being modified the rods connecting the thigh to the designed knee joint and the accessories connecting the Knee joint to foot remained under consideration so as to make sure that the design of the knee joint is compatible to their fixtures [11]. Some components are: • Artificial Foot • Foot Adapter • Tube Rod (Length: 40 cm, Diameter: 30 mm, Thickness: 4mm, can be cut down to length required) • Suction Socket The material of the above mentioned components is pylon (an alloy of Aluminium) Kinematics of Prosthetic leg Kinematics is required to estimate the amount of swing in the leg. In this research we have consider as a two link structure (Figure 4) [12]. The hip joint is taken as reference where initial world co-ordinates are (X0 , Y0 ). The local co-ordinates of thigh are (X1 , Y1 ) and similarly for ankle they are (X2 , Y2 ). The design of leg does not involves the design of foot but in order to get an exact idea about the total swing of leg the foot is also assigned local co-ordinates (X3 , Y3 ). L1 is the length between Hip and Knee Joint L2 is the length between Knee and Foot θ1 is the angle between hip and thigh θ2 is the angle between thigh and ankle θ3 is the angle between ankle and foot We have taken the hip and knee joint as a pin joint. The hip is taken as reference and is taken as ground. The next step was to calculate the kinematics of the leg. Forward kinematics Forward kinematics is a geometrical method of computation of position and orientation of manipulator using its joint angles. The manipulator joint angles are known as the angles formed by the base and the input links. The unknown position is described by the reference co-ordinate in XYZ plane. For this research we have calculated the transformations of the leg from hip joint to the foot. Age group 20 to 32 years Average human height 1.65 to 1.78 cm Average length from human ankle to knee center 150 cm Average human weight 67 to 83 kg Table 1: Characteristics taken as reference for this research [1]. Figure 2: Weight distribution of a normal human body during stancephase. Figure 3: Weight distribution of a normal human body during swing phase. Figure 4: Leg Model.
  • 3. Austin J Robot & Autom 2(1): id1006 (2015) - Page - 03 Khan LA Austin Publishing Group Submit your Manuscript | www.austinpublishinggroup.com In order to calculate the transformations, first we have calculated the DH table parameters (Table 2). Where ai is the distance between zi and zi+1 measured along xi αi is the angle between zi and zi+1 measured about xi di is the distance between xi-1 and xi measured along zi θi is the angle between xi-1 and xi measured about zi Using the above table the transformation matrix is calculated. The general form of transformation matrix is [12]: 1 1 1 1 1i 1 i 1 1 1 1 0 T 0 0 0 1 i i i i i i i i i i i i i i i i i c s a s c c c s s d s s c s c c d θ θ θ α θ α α α θ α θ α α α − − − − −− − − − − −   − − =  −     (1) The overall transformation is calculated as: 11 12 13 21 22 230 3 31 32 33 0 0 0 1 x y z r r r p r r r p T r r r p      =       (2) Where r11 =(c1 c2 -s1 s2 )c3 + (-c1 s2 -s1 c2 )s3 r12 =-(c1 c2 -s1 s2 )c3 + (-c1 s2 -s1 c2 )s3 r21 =(s1 c2 +c1 s2 )c3 + (-c1 c2 -s1 s2 )s3 r22 =-(s1 c2 +c1 s2 )c3 + (-c1 c2 -s1 s2 )s3 r13 =r23 =r31 =r32 =pz =0 r33 =1 px =(c1 c2 -s1 s2 )l2 +c1 l1 py =(s1 c2 +c1 s2 )l2 +s1 l1 After this, parameters like angular velocity and torque required for lifting the leg were determined. On the basis of these results, an actuator with the following specifications was used as a knee joint (Table 3): The system flow diagram can be understood from the following figure (Figure 5): Accelerometer and gyroscopes were used to maintain the stability of the leg without using crutches. Developed working model of robotic leg Some pictures of the developed working model are given below (Figure 6 a, b). Prior to application of the robotic leg on patients, cosmetics will be applied on the leg to cover the electronic circuits and design of the knee joint such that it depicts the shape as close to that of a normal human. The operation of the robotic leg has been tested at 12 V, 24 V and 36 V, the results fairly fulfilled the desired criteria being set. However, the input voltage can be further increased from 36 V till 48 V. Batteries acquired by the user to operate the robotic leg will have to wear lithium polymer batteries on his/her belly in a utility waist pack. Moreover, the leg has a manual bending feature which can be utilized to sit, stand or fold the robotic leg when the batteries are out of charge (Figure 6c) (Figure 6 d, e). Results The knee joint transformation with time was plotted on Matlab® showing the movement of leg during the swing phase (Figure 7). Similarly the following graph displays the behaviour of the two sensors Gyroscope and Accelerometer when fused together to get a stable and understandable value (Figure 8). i αi-1 ai-1 di θi 1 0 0 0 θ1 2 0 L1 0 θ2 3 0 L2 0 θ3 Table 2: DH-Table of prosthetic leg. Operating Voltage 24 to 48 VDC Weight 1.2 kg Length Closed 10 cm Table 3: Specifications of linear actuator. Figure 5: Control System Flow Diagram. a b Figure 6 a & b: Two views of Robotic leg reference position.
  • 4. Austin J Robot & Autom 2(1): id1006 (2015) - Page - 04 Khan LA Austin Publishing Group Submit your Manuscript | www.austinpublishinggroup.com Where filtered angle (along the y-axis) is plotted against a number of samples (along the x-axis) taken at different intervals of times. The graph developed above had the reason that whenever the sensors Gyroscopes and Accelerometers are used, there is a need of filtration in the acquired data according to requirement. In our case, the behaviour shown by the accelerometer showed acceptable variations as compared to that of the gyroscope. To bring the values of the gyroscope to some meaningful level we designed various filters. The data of the sensors acquired separately didn’t come out to be Figure 6c: Labeled view of developed working model of gait adaptive robotic leg. Linear Actuator d e Figure 6(d): Knee joint bent to demonstrate its position during the swing phase. (e): Showing the placement of linear actuator. Figure 7: Knee Joint Transformation with time. much helpful and hence using the fact that Accelerometer data can be used to achieve a certain level and gyroscope data can be used to filter accelerometer noise as well as quickly respond to any change in the orientation, their acquired data was fused together to not only read the current location of the leg but to also move the leg into the desired orientation. Conclusion The design of control systems, have always remained the most demanding subject in Mechatronics and to design an adaptive control demands much more than that. The implementation of control system using the synchronization of sensors needed proper installation and placement of sensors since the design of the algorithm was solely based on their output at various stages. The controller we used was Arduino-R3 development board, the programming was simple (close to plain English) and the motor control became quite simple enough but the pins it had for Inter-Integrated circuit (I2 C), were sufficient for the interfacing of only one sensor due to which we had to use two Arduino-R3 development boards which increased the hardware to be attached to human body and increased the chances of lose of data through serial communication between the two control units (the master and the slave control). Acknowledgement We appreciate the sincere efforts put forth by Dr Nadeem Gul (Manager ALC) and Mr. Asghar at Artificial Limb Center (ALC), Fauji Foundation Hospital Rawalpindi, without the help of which we would not have been able to address the bio medical standards of the robotic leg. We are also grateful to the entire Mechatronics department of Air University who provided us with a healthy environment to work with. References 1. Roozbeh Borjian, James Lim, Mir Behrad Khamesee, William Melek, The Design of an Intelligent Mechanical Active Prosthetic Knee. IEEE xplore. 2008. 2. Astrom KJ. Adaptive Control. Second Edition. Dorling Kindersley Pvt Ltd, India. 3. Douglas G, Smith MD. Atlas of Amputations and Limb Deficiencies, Mosby- Year Book; 2 Sub edition. 1992. 4. Aeyels B, Peeraer L, Vander Sloten J, Van der Perre G. Development of an above-knee prosthesis equipped with a microcomputer-controlled knee joint: first test results. J Biomed Eng. 1992; 14: 199-202. Figure 8: Filtered Output Data from Gyroscope and Accelerometer.
  • 5. Austin J Robot & Autom 2(1): id1006 (2015) - Page - 05 Khan LA Austin Publishing Group Submit your Manuscript | www.austinpublishinggroup.com 5. van der Linden ML, Solomonidis SE, Spence WD, Li N, Paul JP. A methodology for studying the effects of various types of prosthetic feet on the biomechanics of trans-femoral amputee gait. J Biomech. 1999; 32: 877-889. 6. Zlatnik D, Beatrice Steiner, and Gerhard Schweitzer, Finite-State Control of a Trans-Femoral (TF) Prosthesis. IEEE Trans, Control Sys. Tech. 2002; 10. 7. Peeraer L, Aeyels B, Van der Perre G. Development of EMG-based mode and intent recognition algorithms for a computer-controlled above-knee prosthesis. J Biomed Eng. 1990; 12: 178-182. 8. Aeyels B, Van Petegem W, Vander Sloten J, Van der Penre G, Peerae L. An EMG-Based Finite State Approach for a Microcomputer Control Above-Knee Prosthesis. in IEEE Trans. EMBC and CMBEC. 1995; 2: 1315-1316. 9. Blumentritt Siegmar. Design Principles, Biomechanical Data and Clinical Experience with a Polycentric Knee Offering Controlled Stance Phase Knee Flexion: A Preliminary Report. JPO: Journal of Prostheticsand Orthotics. 1997; 9: 18-24. 10. Negoto Yukio. Development of Externally Powered Lower Limb Orthosis with Bilateral-servo Actuator. IEEE 9th International Conference on Rehabilitation Robotics. 2005; 394-399. 11. Croney J. Anthropometry for designers. Publisher: Batsford, London Joint Structure and Function: A Comprehensive Analysis, 4th edition. 1980. 12. Craig John J. Introduction to Robotics, Upper Saddle River, N.J. Pearson Education. 2005. Citation: Hasan EU, Khan LA, Hussain Z and Yousaf N. Gait Adaptive Robotic Leg. Austin J Robot & Autom. 2015;2(1): 1006. Austin J Robot & Autom - Volume 2 Issue 1 - 2015 ISSN : 2471-0407 | www.austinpublishinggroup.com Khan et al. © All rights are reserved