김영식
(Youngshik Kim)
1iD
유봉조
(Bong-Jo Ryu)
1
구경완
(Kyoung-Wan Koo)
2
신부현
(Buhyun Shin)
†iD
-
(Dept. of Mechanical Engineering, Hanbat National University, Korea.)
-
(Dept. of ICT Automotive Engineering, Hoeseo University, Korea.)
Copyright © The Korean Institute of Electrical Engineers(KIEE)
Key words
Soft actuator, Poymer actuator, IPMC
1. Introduction
Ionic polymer-metal composites (IPMCs) has attracted a lot of interest for soft
and flexible structure, light weight, low driving voltage and large bending deflection
in wet environment[1-3]. IPMC actuator is applied for biomimetic robotics and biomedical
engineering as artificial muscles, robotic end-effectors and active catheters [2-11].
Typically the IPMC actuator fabricated by using a single flat actuator has bending
motion. For applications like biomimetic robots, restricted motion is drawback. In
cases, for underwater swimming robot has good performance with undulatory motion and
multi-legged robot needs swing motion of leg with multi degree of freedom. To overcome
these drawbacks, various methods was suggested.
There are two method to make multi-degree of freedom(DOF). The first method is to
make pattern on each electrode of whole IPMC actuator. It is same as connections of
single IPMC actuator [8-14]. To make patterned electrode, MEMS fabrication method,
laser cutting and micro cutting method are widely used. Generally, the rotation axis
of each IPMC actuator is parallel. Simple structure and easy wiring are advantage.
The cylindrical IPMC actuator was developed for multi-DOF motion(15,16). The manu- facturing process is complicated.
The second method is to assemble single IPMC actuators [17-20]. The rotation axis
of each IPMC is various. To make multi-DOF, each IPMC is conjoined with plastic shims.
It is useful for swimming robot(17), bio-application system(18,19) and multi-legged robot(20).
In this work, we focus on simply connection method of each IPMC actuator without plastic
shim to make multi-DOF motion. This design can be advantageous in mobile robotic applications,
particularly in legged robot to need 2-DOF swing motion. The main advantage of this
connection method of IPMC is simple structure and accurate control of the end tip.
There are three section, design 2-DOF IPMC actuator module, kinematic analysis and
experiments.
2. Design of the 2-DOF IPMC actuator module
The electroless plating method with platinum as an electrode is used to prepare the
IPMC actuator(13). Generally, the IPMC actuator can bend in water easily whereas it is stiff in air.
To make motion in air, H+ ion is changed to Li+ ion and conduct Ionic liquid replacement.
The Platinum electrode cover the both side of Nafion NE-1110 through the electroless
plating method. The thickness of the platinum electrode is 20μm through the 4 times
of electroless plating.
The 2-DOF IPMC actuator module is consisted of the single IPMC actuator. The single
IPMC actuator whose length is 15 mm and width is 10 mm is shown in Fig. 1(a) . The end of IPMC actuator has narrow slot to fit others. The narrow slot is about
0.5 mm as thickness of Nafion polymer. Assembled 2-DOF actuator is shown in Fig. 1(b) . They are connected to each other vertically through the slot. The instant adhesive
prevents the separation each other. The copper wires are attached on the electrode
of IPMC actuator using conductive epoxy adhesive.
Fig. 1. Connecting method (a) Single IPMC actuator samples, (b)2-DOF IPMC actuator
module
3. Kinematic Analysis
For trajectory of end tip position kinematic analysis of 2-DOF IPMC actuator module
is calculated. Single IPMC actuator is considered as rigid body because the bending
displacement is quite small compared to the length (17). Connection of IPMC actuators is considered as rotating joint. Each initial joint
axis and coordinate is shown in Fig. 2.
The origin q of the first rotating joint coordinate is located on origin O of the
fixed coordinate. The first rotating joint axis is the +Z direction of the first rotating
joint coordinate. Initially the first rotating join coordinate is same as the fixed
coordinate. The origin q of the second rotating joint coordinate is located on l departed
from the origin q along +Y direction of first rotating coordinate. The second rotating
joint axis is the +Z direction of the second rotating joint coordinate. Initially
the second rotating joint axis is the -X direction of the fixed rotating coordinate.
The origin P of the end tip coordinate is located on l2departed from the origin q
along +X direction of second rotating coordinate. Initial posture of the end tip coordinate
is same as the fixed coordinate.
Fig. 2. Kinematic analysis of 2-DOF IPMC actuator module
Kinematic analysis can be expressed using P.O.E method(21). The transformation of the first rotating coordinate about the fixed coordinate is
below.
here,
$\omega_{1}=\left[\begin{array}{l}{0} \\ {0} \\ {1}\end{array}\right] q_{1}=\left[\begin{array}{l}{0}
\\ {0} \\ {0}\end{array}\right] v_{1}=-\omega_{1} \times q_{1}=\left[\begin{array}{l}{0}
\\ {0} \\ {0}\end{array}\right]$
$A_{1}=\left[\begin{array}{cc}{\left[\hat{\omega}_{1}\right] v_{1}} \\ {0} & {0}\end{array}\right]$
$\left[\hat{\omega}_{1}\right]=$ skew $-$ symetric matrix
In the same way, the transformation of the second rotating coordinate is below.
here,
$\omega_{2}=\left[\begin{array}{c}{-1} \\ {0} \\ {0}\end{array}\right] q_{2}=\left[\begin{array}{l}{0}
\\ {l_{1}} \\ {0}\end{array}\right] \quad v_{2}=-\omega_{2} \times q_{2}=\left[\begin{array}{l}{0}
\\ {0} \\ {l_{1}}\end{array}\right]$
$A_{2}=\left[\begin{array}
{cc}{\left[\hat{\omega}_{2}\right]} & {v_{2}} \\ {0} & {0}
\end{array}\right]$
The Initial position of the end tip coordinate is below.
Consequently, the transformation of the end tip coordinate about the fixed coordinate
as product of each transformation matrix is below.
As a result, the position of the end tip is calculated according to each rotating
joint angle.
The inverse kinematics is considered. The each rotating joint angle is calculated
according to the given position of the end tip. The origin P of the end tip about
the fixed coordinate is below.
Therefore,
Using equ. (6), (7), the each rotating joint angle is obtained.
4. Experimental Result
We experiment the motion of 2-DOF IPMC actuator module as shown in Fig. 3. The single IPMC actuator has 15 mm length and 7 mm width and 0.3 mm thickness. Two
IPMC actuators are assembled perpendicular to the slot. The first IPMC actuator is
clamped on clip. The IPMC actuators are wired on the electrodes using conductive epoxy
adhesive.
The experimental setup shown in Fig. 4 includes a laser displacement sensor Keyence IL-65 to measure the bending displacement
of the IPMC actuator. The voltages are sent through the power Op-amp L272 circuit
connected to 2-DOF IPMC actuator.
Fig. 3. Prototype of 2-DOF IPMC actuator module
Fig. 4. Experimental setup
The single IPMC actuator of 15 mm length has 0.22 mm bending displacement at 2V input
voltage as shown in Fig. 5. The reference signal is sine wave at 1 Hz, The input signal is made by signal function
generator. The open-loop control is applied simply. The experimental result shows
the IPMC actuator has followed the reference signal as well. The displacement of the
IPMC actuator is proportional to the input voltage. The behavior of a short IPMC manipulator
is linear and the single IPMC actuator is considered as rigid body. Our experimental
results of the single IPMC actutor confirmed these assumptions. The bending speed
is quit slow, so kinematic model is possible to apply without considering dynamic
model.
The end tip trajectory of the 2-DOF IPMC actuator module is asked to follow a circle
with 0.3 mm radius. The desired rotation angles are calculated from previous section.
The experimental result of the 2-DOF IPMC is shown in Fig. 6. The sequential image of the captured video clip of the motion of the 2-DOF IPMC
actuator module is shown in Fig. 7.
The novel 2-DOF module has been developed to successfully meet to high dexterity(DOF)
and high compliance and soft touch. This proposed module design is the very simply
and good example of utilizing standard IMPCs to archive an output in 2-DOF. The suggest
assemble method is also very useful with the scalable IPMC model any number of configurations
and sized IPMCs can be applied for any application.
This proposed actuator keeps the module simplt and robust with only two rotaty joints,
make them easy to implement and minmal friction, backlash and other mechanical losses.
Fig. 5. Displacement of the single IPMC actuator, 15 mm length, 2V p-p input voltage,
1 Hz
This 2-DOF module has not any frame, so naturally soft and compliant through the IMPCs
themselves, this adds some passive safety to the mechanism. It avoid to cause damage
to objects or environment.
Compared previous results The design and manufacturing process is very easy. The suggested
assembly method and wiring method is easy. The proposed module have good advantage
in commercial product as low cost.
From the experimental tracking results it is clear the position control is good but
errors is some significant. This can be explained by the imperfect fabrication of
the prototype, the highly nonlinear and time-varying nature of the IPMCs. The accurate
sensing(for example vision systems) as well as hardware and software technologies
make to the improve the performance and remove electronic noise.
From the experimental results it is clear that the multi-DOF IPMC actuator is possible
to link the 2-DOF IMPC actuator module with open-loop input very simply
Fig. 6. Experimental result of the circular motion at 1.25 V p-p at X axis, 2.5 V
p-p at Y axis, 1 Hz
Fig. 7. Sequential image of the captured video during circular motion
5. Conclusion
In this work, the linked 2-DOF IPMC actuator module was developed. The main contribution
is to show the very simple connection method, wiring method and open-loop control
method. The link method with 2 IPMC actuator is assemble using a slot and conductive
epoxy adhesive is used for wiring. And we considered the single IPMC actuator as rigid
body to apply open-loop control. The inverse kinematics of the linked 2-DOF IPMC was
established. The experimental results show 2-DOF motion of the IPMC actuator module.
This 2-DOF IPMC actuator module can be improved or modified for example by adding
more links to even more increase the workspace by adding an extra soft link to the
tip of the manipulator for extra soft mani- pulation.
The presented linked 2-DOF IPMC actuator become productive towards making devices
in practical applications, such as mobile robots and bio-applications.
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저자소개
2003년 : University of Utah대학원(공학석사)
2008년 : University of Utah대학원(공학박사)
2008년 ~ 2009년: University of Utah
2009년 ~ 2009년: 방위사업청
2009년 ~ 2011년: DGIST
2011년 ~ 현재 : 국립한밭대학교 기계공학과 교수
Tel : 042-821-1163
Fax : 042-821-1587
E-mail : youngshik@hanbat.ac.kr
1981년 : 연세대학교 기계공학과 (공학사)
1983년 : 연세대학교 대학원 (공학석사)
1988년 : 연세대학교 대학원 (공학박사)
1989년 ~ 1989년: 삼성종합기술원
1991년 ~ 1992년: 일본 대판부립대학 객원교수
1989년 ~ 현재 : 한밭대학교 기계공학과 교수
Tel : 042-821-1159
Fax : 042-821-1587
E-mail : bjryu701@hanbat.ac.kr
1961년 2월 5일생. 1983년 충남대학교 전자공학과(학사). 1992년 충남대학교 전자공학과(박사).
1987년 ~ 1989년 현대전자 반도체연구소 선임연구원. 1989년 ~ 1994년 충청전문대학 전자과 조교수.
1994년 ~ 2005년 영동대 학교 전자․정보공학부 부교수. 2005년 ~ 현재: 호서대학교 자동차ICT공학과 교수
Tel : 041-360-4851
Fax : 041-360-4815
E-mail : alarmkoo@hoseo.edu
2001년 : 서울대학교 기계항공공학부(공학사)
2007년 : 서울대학교 기계항공공학부 대학원(공학박사)
2007년 ~ 2009년 : 삼성전자 반도체총괄 책임연구원
2009년 ~ 2012년 : 서강대학교 기계공학과 BK21 연구교수
2012년 ~ 현재 : 한밭대학교 기계공학과 교수
Tel : 042-821-1085
Fax : 042-821-1587
E-mail : jedidiah@hanbat.ac.kr