McKibben actuators are pneumatic actuators with very high force to weight ratio. Their ability to match the behavior of biological muscles better than many other actuators has motivated much research into characterization and modeling of these actuators. The purpose of this paper is to experimentally characterize the behavior of McKibben artificial muscles with basic geometric parameters and present a model that is able to predict the static behavior correctly in terms of blocked force and free displacement. A series of experiments aimed at understanding the static behavior of the actuators was conducted. The results for three different lengths (4, 6, 8 in), three diameters (1/8, 1/4, 3/8 in) and two wall thicknesses (1/32 and 1/16 in) at pressures ranging from 10 psi to 60 psi show the expected trends (for example, block force increasing with diameter) as predicted by models presented in the literature. However, these models do not accurately predict static behavior. Corrections to the Gaylord equation are explored in order to obtain a more accurate model. Consideration of elastic energy storage in the rubber tube has been shown to significantly improve the models. Apart from this, the effect of non-cylindrical tips and elastic energy storage in the braid are also considered. To increase model accuracy, another set of experiments was used to characterize the elasticity of the rubber tubes and fibers of the braid. The improved model is able to predict static behavior correctly. Incorporating, various corrections, a model is presented that is more accurate in predicting the static behavior. Finally, in order to possibly obtain larger force output from the McKibben actuators, a series of experiments were performed to study the impact of an applied pre-strain. The results presented show large increases in blocked force with pre-strain. For the largest diameter actuator of 6 inch length, the blocked force at 12% pre-strain is as high as 270 N, while the amplification is higher at lower pressures. The model is tested to predict the pre-strain characteristics. A number of factors are identified that may improve the model and incorporate dynamic behavior.

1.
Schulte, H., 1961. “The characteristics of the mckibben artificial muscles”. In The Application of External Power in Prosthetics and Orthotics, Publication 874, National Academy of Sciences - National Research Council, pp. 94–115. App. H.
2.
Nickel
V.
,
Perry
J.
, and
Garrett
A.
,
1963
. “
Development of useful function in the severely paralyzed hand
”.
Journal of Bone and Joint Surgery
,
45A
(
5)
, pp.
933
952
.
3.
Gaylord, R., 1958. Fluid actuated motor system and stroking device. United States Patent No. 2,844,126.
4.
Tondu
B.
, and
Lopez
P.
,
1997
. “
The mckibben muscle and its use in actuating robot-arms showing similarities with human arm behaviour
”.
Industrial Robot
,
24
(
6)
, pp.
432
439
.
5.
Klute
G.
,
Czerniecki
J.
, and
Hannaford
B.
,
2002
. “
Artificial muscles: Actuators for biorobotic systems
”.
International Journal of Robotics Research
,
21
(
4)
, pp.
295
309
.
6.
Kerscher, T., Albiez, J., and Berns, K., 2002. “Joint control of the six-legged robot airbug driven by fluidic muscles”. In Proceedings of 3rd International Workshop on Robot Motion and Control, IEEE, pp. 27–32.
7.
Daerden
F.
,
Lefeber
D.
,
Verrelst
B.
, and
Ham
R. V.
,
2001
. “
Pleated pneumatic artificial muscles: Compliant robotic actuators
”. In
Proceedings of IROS
, vol.
4
, IEEE, pp.
1958
1963
.
8.
Philen, M., Shan, Y., Prakash, P., Wang, K., Rahn, C., Zydney, A., and Bakis, C., 2004. “Fibrillar network adaptive structure with ion transport actuation”. In Proceedings of ICAST.
9.
Daerden
F.
, and
Lefeber
D.
,
2002
. “
Pneumatic artificial muscles: Actuators for robotics and automation
”.
European Journal of Mechanical and Environmental Engineering
,
47
pp.
10
21
.
10.
Chou
C.
, and
Hannaford
B.
,
1994
. “
Static and dynamic characteristics of mckibben pneumatic artificial muscles
”. In
Proceedings of ICRA
, vol.
3
, 1, IEEE, pp.
281
286
.
11.
Klute
G.
, and
Hannaford
B.
,
1998
. “
Fatigue characteristics of mckibben artificial muscle actuators
”. In
Proceedings of IROS
,vol.
3
, pp.
1776
1782
.
12.
Kingsley
D.
, and
Quinn
R.
,
2002
. “
Fatigue life and frequency response of braided pneumatic actuators
”. In
Proceedings of ICRA
,vol.
3
, IEEE, pp.
2830
2835
.
13.
van der Smagt
P.
,
Groen
F.
, and
Schulten
K.
,
1996
. “
Analysis and control of a rubbertuator arm
”.
Biological Cybernetics
,
75
(
5)
, pp.
433
440
.
14.
Thongchai
S.
,
Goldfarb
M.
,
Sarkar
N.
, and
Kawamura
K.
,
2001
. “
A frequency modeling method of rubbertuators for control application in an ima framework
”. In
Proceedings of the American Controls Conference
, vol.
2
, IEEE, pp.
1710
1714
.
15.
Schroder
J.
,
Erol
D.
,
Kawamura
K.
, and
Dillman
R.
,
2003
. “
Dynamic pneumatic actuator model for a model-based torque controller
”. In
Proceedings of IEEE International Symposium on Computational Intelligence in Robotics and Automation
,vol
1
. pp.
342
347
.
16.
Tondu
B.
,
Ippolito
S.
,
Guiochet
J.
, and
Daidie
A.
,
2005
. “
A seven-degrees-of-freedom robot-arm driven by pneumatic artificial muscles for humanoid robots
”.
International Journal of Robotics Research
,
24
(
4)
, pp.
257
274
.
17.
van der Linde
R.
,
1999
. “
Design, analysis, and control of a low power joint for walking robots, by phasic activation of mckibben muscles
”.
IEEE Transactions on Robotics and Automation
,
15
(
4)
, August, pp.
599
604
.
18.
Colbrunn
R.
,
Nelson
G.
, and
Quinn
R.
,
2001
. “
Design and control of a robotic leg with braided pneumatic actuators
”. In
Proceedings of IROS
, Vol.
2
, IEEE, pp.
992
998
.
19.
Colbrunn
R.
,
Nelson
G.
, and
Quinn
R.
,
2001
. “
Modeling of braided pneumatic actuators for robotic control
”. In
Proceedings of IROS
, vol.
4
, IEEE, pp.
1964
1970
.
20.
Caldwell
D.
, and
Tsagarakis
N.
,
2002
. “
Biomimetic actuators in prosthetic and rehabilitation applications
”.
Technology and Health Care
,
10
(
2)
, pp.
107
120
.
21.
Kobayashi
H.
,
Uchimura
A.
,
Isihida
Y.
,
Shiiba
T.
,
Hi-ramatsu
K.
,
Konami
M.
,
Matsushita
T.
, and
Sato
Y.
,
2004
. “
Development of a muscle suit for the upper body-realization of abduction motion
”.
Advanced Robotics
,
18
(
5)
, June, pp.
497
513
.
22.
Sawicki, G., Gordon, K., and Ferris, D., 2005. “Powered lower limb orthoses: applications in motor adaptation and rehabilitation”. In Proceedings of ICORR, IEEE, pp. 206–211.
23.
Chou
C.
, and
Hannaford
B.
,
1996
. “
Measurements and modeling of mckibben pneumatic artificial muscles
”.
IEEE Transactions on Robotics and Automation
,
12
(
1)
, pp.
90
102
.
24.
Ferraresi
C.
,
Franco
W.
, and
Bertetto
A.
,
2001
. “
Flexible pneumatic actuators: A comparison between the mckibben and straight fibres muscles
”.
Journal of Robotics and Mechatronics
,
13
(
1)
, pp.
56
63
.
25.
Liu
W.
, and
Rahn
C.
,
2003
. “
Fiber-reinforced membrane models of mckibben actuators
”.
Journal of Applied Mechanics
,
70
(
6)
, November, pp.
853
859
.
26.
Sanchez
A.
,
Mahout
V.
, and
Tondu
B.
,
1998
. “
Nonlinear parametric identification of a mckibben artificial pneumatic muscle using flatness property of the system
”. In
Proceedings of the International Conference on Control Applications
, vol
1
, IEEE, pp.
70
74
.
27.
Klute
G.
, and
Hannaford
B.
,
2000
. “
Accounting for elastic energy storage in mckibben artificial muscle actuators
”.
ASME Journal of Dynamic Systems, Measurement, and Control
,
122
(
2)
, pp.
386
388
.
28.
Tsagarakis
N.
, and
Caldwell
D.
,
2000
. “
Improved modelling and assessment of pneumatic muscle actuators
”. In
Proceedings of ICRA
, vol
4
, IEEE, pp.
3641
3646
.
29.
Davis
S.
,
Tsagarakis
N.
,
Canderle
J.
, and
Caldwell
D.
,
2003
. “
Enhanced modelling and performance in braided pneumatic muscle actuators
”.
International Journal of Robotics Research
,
22
(
3–4)
, March-April, pp.
213
227
.
30.
Davis
S.
, and
Caldwell
D.
,
2006
. “
Braid effects on contractile range and friction modeling in pneumatic muscle actuators
”.
International Journal of Robotics Research
,
25
(
4)
, April, pp.
359
369
.
31.
Rivlin
R.
, and
Saunders
D.
,
1951
. “
Large elastic deformations of isotropic materials, vii. experiments on the deformation of rubber
”.
Philosophical Transactions of the Royal Society of London. Series A, Mathematical and Physical Sciences
,
243
(
865)
,April, pp.
251
288
.
32.
Treloar, L., 1958. The Physics of Rubber Elasticity. Oxford University Press, London, England.
33.
Delson
N.
,
Hanak
T.
,
Loewke
K.
, and
Miller
D.
,
2005
. “
Modeling and implementation of mckibben actuators for a hopping robot
”. In
Proceedings of 12th International Conference on Advanced Robotics
, Vol.
12
, pp.
833
840
. Paper Number 70.
This content is only available via PDF.
You do not currently have access to this content.