Working principles in nature have been optimised by evolution for millions of years. Today we try to understand how these principles work and how they could be used in technical applications. Prominent examples for solutions which are inspired by bionic research are the Velcro fastener (inspired by the plant \u27Arcticum lappa\u27) [Pahl et al., 2003], swim suits (inspired by shark skin) [Thilmany, 2004] and self-cleaning surfaces using the lotus effect [von Baeyer, 2000]. The topic of aerodynamics is another large area for research and innovation in which we still hope to be able to learn from nature. The dragonfly combines very light wing structures with amazing flying abilities [Okamoto, 1996]. In order to study the exact properties of the dragonfly wing and to
understand how this properties can be achieved, it is necessary to reproduce the geometry of the wing at a larger scale. This large scale model can be used to conduct further aerodynamic tests in a wind tunnel. The results of such investigations can lead to new impulses for the development of aircraft and
micro air vehicles. In this paper the authors will describe the modelling and building of an enlarged model of a dragonfly wing as base for further bionic research

Deubel, Till

Wanke, Sören

Weber, Christian

Wedekind, Frank

Working principles in nature have been optimised by evolution for millions of years. Today we try to understand how these principles work and how they could be used in technical applications. Prominent examples for solutions which are inspired by bionic research are the Velcro fastener (inspired by the plant 'Arcticum lappa') [Pahl et al., 2003], swim suits (inspired by shark skin) [Thilmany, 2004] and self-cleaning surfaces using the lotus effect [von Baeyer, 2000]. The topic of aerodynamics is another large area for research and innovation in which we still hope to be able to learn from nature. The dragonfly combines very light wing structures with amazing flying abilities [Okamoto, 1996]. In order to study the exact properties of the dragonfly wing and to
understand how this properties can be achieved, it is necessary to reproduce the geometry of the wing at a larger scale. This large scale model can be used to conduct further aerodynamic tests in a wind tunnel. The results of such investigations can lead to new impulses for the development of aircraft and
micro air vehicles. In this paper the authors will describe the modelling and building of an enlarged model of a dragonfly wing as base for further bionic research

Universaar

Modelling and manufacturing of a dragonfly wing as basis for bionic research

Scientific documents from the Saarland University,

 1
INTERNATIONAL DESIGN CONFERENCE - DESIGN 2006 
Dubrovnik - Croatia, May 15 - 18, 2006. 
MODELLING AND MANUFACTURING OF A 
DRAGONFLY WING AS BASIS FOR BIONIC 
RESEARCH 
Till Deubel, Sören Wanke, Christian Weber, Frank Wedekind 
Keywords: Dragonfly wing, Bionic, CAD-modelling, CAD/CAM/NC 
1. Introduction 
Working principles in nature have been optimised by evolution for millions of years. Today we try to 
understand how these principles work and how they could be used in technical applications. Prominent 
examples for solutions which are inspired by bionic research are the Velcro fastener (inspired by the 
plant “Arcticum lappa”) [Pahl et al., 2003], swim suits (inspired by shark skin) [Thilmany, 2004] and 
self-cleaning surfaces using the lotus effect [von Baeyer, 2000]. 
The topic of aerodynamics is another large area for research and innovation in which we still hope to 
be able to learn from nature. The dragonfly combines very light wing structures with amazing flying 
abilities [Okamoto, 1996]. In order to study the exact properties of the dragonfly wing and to 
understand how this properties can be achieved, it is necessary to reproduce the geometry of the wing 
at a larger scale. This large scale model can be used to conduct further aerodynamic tests in a wind 
tunnel. The results of such investigations can lead to new impulses for the development of aircraft and 
micro air vehicles. 
In this paper the authors will describe the modelling and building of an enlarged model of a dragonfly 
wing as base for further bionic research. 
2. Dragonfly wing 
Dragonflies fulfil amazing flight manoeuvres. They are able to remain stationary in one position in the 
air and to change to any flight direction instantaneously. This remarkable aerodynamic properties are 
caused by two main components: the musculature and the wing geometry. This article focuses on the 
wings, which are highly optimised by nature. One wing weighs only about 3% of the whole dragonfly 
[Kesel et al, 1993], but at the same time is very robust and stiff. 
During gliding, dragonfly wings can be interpreted as acting as ultra-light aerofoils which, for static 
reasons, have a well-defined cross-sectional corrugation (see figure 1). This corrugation forms profile 
valleys in which rotating vortices develop [Hien et al., 1996]. The cross-sectional configuration varies 
greatly along the longitudinal axis of the wing. This produces different local aerodynamic properties. 
However, the wing profiles, depending on their position along the span length, attain much high lift 
values. The detectable lift forces can be compared with those of technical wing profiles for low Re 
numbers. Pressure measurements (at Re = 9300) show that, because of rotating vortices along the 
chord length (see figure 2), not only is the effective profile form changed, but the pressure relationship 
on the profile is also changed. Irrespective of the side of the profile, negative pressure is produced in 
the profile valleys, and net negative pressure on the upper side of the profile is reached only at angles 
of attack greater than 0°.  
2 
 
Figure 1. Photograph of a dragonfly and their wings 
The dragonfly wing has a high ca (lift) coefficient and at the same time a low cw (drag) value as shown 
by the squares in figure 2 (upper part of diagram). In comparison, the circles demonstrate the cw and ca 
values for the lower profile in figure 2 which is thicker than the original dragonfly wing. The original 
dragonfly wing profile (upper profile) has much better aero dynamical properties than the technical 
profile (lower profile in diagram). These results demonstrate the importance of careful geometrical 
synchronisation as an answer to the static and aerodynamic demands placed upon the ultra-light 
aerofoils of a dragonfly [Kesel, 2000].  
 
 
Figure 2. Development of vortices in the valleys of dragonfly wings [Hien at al., 1996; Hien et al., 
1996] 
The energy efficiency of the dragonfly [Okamoto et al, 1996] makes the dragonfly wing geometry 
interesting for possible technical applications. Future airplanes could use the effect of the rotating 
vortices to optimise their flight dynamics and energy efficiency and at the same time satisfying static 
needs using a minimum of material.  
Hence the dragonfly wing has to be researched in further detail in order to increase the understanding 
of the complexity of the geometry of the wing, especially the corrugation, and relation to the 
 3
remarkable aerodynamic properties. The corrugation makes it also possible to build an extremely 
lightweight wing. At present, numerical simulation is not able to calculate the aerodynamical effects 
with the required precision. Therefore an enlarged physical model is needed, that helps making tests 
and build a realistic model of a dragonfly wing and, eventually, of a dragonfly itself.  
3. Modelling with parametric CAD 
To reproduce the reality as good as possible in a model and to ensure the reproducibility of the wing 
geometry for further adoptions the authors used a parametric 3D-CAD-system to build a digital model 
of the wing. Another reason for the use of CAD is the possibility to deduce NC-code semi-
automatically to mill a cavity representing a negative form of the dragonfly wing. This cavity is used 
to produce a model of the wing made of composite materials. 
At the department of Zoology, Technical Biology and Bionics of the Saarland University there was a 
project [Hien, 1997], which had the aim to characterise the exact geometry of a dragonfly wing. One 
result, besides others, was a detailed documentation of nine cuts perpendicular to the longitudinal wing 
axis. These nine cuts were made in equal intervals and they were measured by a travelling microscope 
and documented by coordinates. Figure 3 shows the positions of the cuts on the dragonfly wing and 
the resulting cross sections. 
 
Figure 3. Position of the cuttings on the dragonfly wing [Hien, 1997] 
Based on this data a first step was to bring these coordinate nodes in a 3D-CAD-model forming nine 
curves. These discrete curves were combined in a next step. Interpolating splines connect the curves. 
Basis for the splines were the veins of the dragonfly wing, which were modelled from photos. 
Thus, a net of wireframes was built, which had to be filled by surfaces. The result of these operations 
was a realistic, digital model of a dragonfly wing (scale 8:1). Figure 4 shows the developed skeleton 
lines of the dragonfly wing and the resulting surface model of the wing. Since the surface model is not 
applicable for the following NC-Code generation, a volume model (solid) is needed which was 
deduced from the surface model (see figure 4). 
4 
 
Figure 4. Dragonfly wing wireframe, surface and 3D-CAD- solid model 
4. Manufacturing with an integrated CAD/CAM/NC Solution 
The CAD-software used (CATIA V5) has an integrated CAM/NC-module that allows for the 
generation of NC-code semi-automatically, in this case for a 3-axis milling machine. Basis is the 3D-
CAD-model. Different approaches had to be investigated in order to find a suitable milling strategy. 
The resulting tool path was thoroughly simulated and tested prior to the generation of the final NC-
code (see figure 5). IBM supported the project by developing the postprocessor needed to translate the 
general tool path generated by the CAM/NC-module into the machine-specific NC-code.  
 
Figure 5. Milling simulation of the cavity 
 5
The corrugations were difficult to mill because of the usage of a very thin milling cutter. The transition 
from one valley to a crest and from one crest to a valley are discrete. To be as close to reality as 
possible a milling cutter with just 2mm diameter had to be used (see figure 6). Due to the required 
high surface quality the cutting paths had to be very close together. This caused a milling time of 20 
hours per negative form.  
 
Figure 6. Milling of the cavity and the finished form 
5. Application of the model 
The model which was milled is the negative mould for the building of enlarged positive dragonfly 
wing models made of fibre reinforced plastics. This single wing will be used to investigate further into 
the aerodynamic system of the air vortices which are formed by the corrugation of the wing. A second 
mirror-inverted wing was manufactured for the other side of an aerodynamic model of the dragonfly. 
In a first step the third and the fourth wing will be exact copies of the first and the second wing. These 
four wings are fitted to a body model of the dragonfly in such a way that it is possible to change the 
attack angle and the sweep. To realise the flapping-wing motion Fluidic Muscles by the Festo 
company will be used. The complete physical, realistic model will be used to research the 
aerodynamic of the flapping-wing motion and the effects of the interferences between the four wings 
in a wind tunnel. 
The results could be used to build new type of aircrafts with very light wing structures and improved 
fuel efficiency. First tests with a large scale flapping-wing aircraft have been done by DeLaurier (see 
figure 7) [DeLaurier, 1993; DeLaurier 1994]. 
 
Figure 7. Flight test with an Ornithopter [deLaurier, 2005] 
6 
Another field of applications could be Micro-Air-Vehicles (MAV). These small un-manned machines 
could be used to explore Mars by flying much greater distances than the earth bound rover vehicle 
could cover [GEO, 2004]. Unfortunately, also armed forces are thinking about the use of autonomous 
flapping-wing micro aircrafts. 
6. Conclusion 
In nature we find many examples for highly optimised principles and solutions. The wing of the 
dragonfly is such a structure. The wing is very light and at the same time very stiff and has impressive 
aerodynamic properties. In order to understand how nature could achieve such opposed properties it 
was necessary to a build an enlarged model to carry out further research into the aerodynamics of the 
single wing on the one hand and into the effects of the interferences between the four wings on the 
other hand in a wind tunnel. The enlarged model of the dragonfly wing was derived from cross cut 
sections of an actual dragonfly wing using the CAD/CAM/NC solution CATIA V5 and a NC-milling 
machine. 
In the future the findings may be useful to develop light aircraft which have a high fuel efficiency and 
great manoeuvrability. 
Acknowledgement 
The authors would like to thank IBM for the support in NC-postprocessor implementation. 
References 
DeLaurier, J. D., “A study of mechanical flapping-wing flight“, The Aeronautocal Journal of the Royal 
Aeronautical society, p277-286, 1993 
DeLaurier, J. D., “An ornithopter wing design”, Canadian aeronautics and space journal, Vol. 40 No. 1, p 10-
18, 1994 
De Laurier, J. D., “Project Ornithopter”, Website: http://www.ornithopter.net, 15.12.2005 
GEO, “Visionen: Schmetterlinge auf dem Mars”, GEO, 05/2004, p185-186, 2004 
Hien, K., “Umströmungsvisualisierung von Profilmodellen eines Insektenflügels und erste aerodynamische 
Messungen (Aeshna spec.)”, diploma thesis, department of Zoology, Saarland University, 1999 
Hien, K., Kesel, A. B., Wedekind, F., Nachtigall, W., “Visualisierung und Analyse der Umströmung an 
Insektenflügelprofilen (Odonata)”, Verhanndlungen der Deutschen Zoologischen Gesellschaft – 
Kurzpuplikationen, 89. Jahresversammlung, 1996 
Hien, K., Kesel, A. B., Wedekind, F., “Umströmungs-Visualisierung und aerodynamische Effekte der 
Profilierung des Libellenflügels”, BIONA Report 10, Nachtigall, W., Wisser, A., Saarbrücken, 1996 
Kesel, A. B., "Aerodynamic characteristics of dragonfly wing sections compared with technical aerofoils“, The 
Journal of Experimental Biology 203, p3125-3135, 2000  
Kesel, A. B., Eisenbarth, E., Hien, K., Pfeil, B., Phillipi, U., Püschel, U., Nachtigall, W., Wisser, A., “Insect 
wings: Biologically optimized supply and airfoil systems”, Proceedings of the German Zoological Society, 86th 
meeting in Salzburg, p252, 1993 
Okamoto, M., Yasuda, K., Azuma, A., “Aerodynamic characteristics of the wings and body of a dragonfly“, The 
Journal of Experimental Biology 199, p281-294, 1996 
Pahl, G., Beitz, W., Feldhusen, J., Grote, K. H., “Konstrukionslehre”, Springer-Verlag, Berlin Heidelberg, 2003 
Thilmany, J., “Swim like the sharks”, Mechanical Engineering, Vol. 126 Issue 5, p68, 2004 
von Baeyer, H. C., “The lotus effect”, Sciences, Vol. 40 Issue 1, p12-15, 2000 
 
Dipl.-Ing. Sören Wanke 
Saarland University, Institute of Engineering Design/CAD 
Building A 4.2, POB 15 11 50, D-66041 Saarbrücken, Germany 
+49 (0)681/302-3269 
+49 (0)681/302-4858 
wanke@cad.uni-saarland.de 
http://www.cad.uni-saarland.de 


Acronym

 1INTERNATIONAL DESIGN CONFERENCE - DESIGN 2006 Dubrovnik - Croatia, May 15 - 18, 2006. MODELLING AND MANUFACTURING OF A DRAGONFLY WING AS BASIS FOR BIONIC RESEARCH Till Deubel, Sören Wanke, Christian Weber, Frank Wedekind Keywords: Dragonfly wing, Bionic, CAD-modelling, CAD/CAM/NC 1. Introduction Working principles in nature have been optimised by evolution for millions of years. Today we try to understand how these principles work and how they could be used in technical applications. Prominent examples for solutions which are inspired by bionic research are the Velcro fastener (inspired by the plant “Arcticum lappa”) [Pahl et al., 2003], swim suits (inspired by shark skin) [Thilmany, 2004] and self-cleaning surfaces using the lotus effect [von Baeyer, 2000]. The topic of aerodynamics is another large area for research and innovation in which we still hope to be able to learn from nature. The dragonfly combines very light wing structures with amazing flying abilities [Okamoto, 1996]. In order to study the exact properties of the dragonfly wing and to understand how this properties can be achieved, it is necessary to reproduce the geometry of the wing at a larger scale. This large scale model can be used to conduct further aerodynamic tests in a wind tunnel. The results of such investigations can lead to new impulses for the development of aircraft and micro air vehicles. In this paper the authors will describe the modelling and building of an enlarged model of a dragonfly wing as base for further bionic research. 2. Dragonfly wing Dragonflies fulfil amazing flight manoeuvres. They are able to remain stationary in one position in the air and to change to any flight direction instantaneously. This remarkable aerodynamic properties are caused by two main components: the musculature and the wing geometry. This article focuses on the wings, which are highly optimised by nature. One wing weighs only about 3% of the whole dragonfly [Kesel et al, 1993], but at the same time is very robust and stiff. During gliding, dragonfly wings can be interpreted as acting as ultra-light aerofoils which, for static reasons, have a well-defined cross-sectional corrugation (see figure 1). This corrugation forms profile valleys in which rotating vortices develop [Hien et al., 1996]. The cross-sectional configuration varies greatly along the longitudinal axis of the wing. This produces different local aerodynamic properties. However, the wing profiles, depending on their position along the span length, attain much high lift values. The detectable lift forces can be compared with those of technical wing profiles for low Re numbers. Pressure measurements (at Re = 9300) show that, because of rotating vortices along the chord length (see figure 2), not only is the effective profile form changed, but the pressure relationship on the profile is also changed. Irrespective of the side of the profile, negative pressure is produced in the profile valleys, and net negative pressure on the upper side of the profile is reached only at angles of attack greater than 0°.  2  Figure 1. Photograph of a dragonfly and their wings The dragonfly wing has a high ca (lift) coefficient and at the same time a low cw (drag) value as shown by the squares in figure 2 (upper part of diagram). In comparison, the circles demonstrate the cw and ca values for the lower profile in figure 2 which is thicker than the original dragonfly wing. The original dragonfly wing profile (upper profile) has much better aero dynamical properties than the technical profile (lower profile in diagram). These results demonstrate the importance of careful geometrical synchronisation as an answer to the static and aerodynamic demands placed upon the ultra-light aerofoils of a dragonfly [Kesel, 2000].    Figure 2. Development of vortices in the valleys of dragonfly wings [Hien at al., 1996; Hien et al., 1996] The energy efficiency of the dragonfly [Okamoto et al, 1996] makes the dragonfly wing geometry interesting for possible technical applications. Future airplanes could use the effect of the rotating vortices to optimise their flight dynamics and energy efficiency and at the same time satisfying static needs using a minimum of material.  Hence the dragonfly wing has to be researched in further detail in order to increase the understanding of the complexity of the geometry of the wing, especially the corrugation, and relation to the  3remarkable aerodynamic properties. The corrugation makes it also possible to build an extremely lightweight wing. At present, numerical simulation is not able to calculate the aerodynamical effects with the required precision. Therefore an enlarged physical model is needed, that helps making tests and build a realistic model of a dragonfly wing and, eventually, of a dragonfly itself.  3. Modelling with parametric CAD To reproduce the reality as good as possible in a model and to ensure the reproducibility of the wing geometry for further adoptions the authors used a parametric 3D-CAD-system to build a digital model of the wing. Another reason for the use of CAD is the possibility to deduce NC-code semi-automatically to mill a cavity representing a negative form of the dragonfly wing. This cavity is used to produce a model of the wing made of composite materials. At the department of Zoology, Technical Biology and Bionics of the Saarland University there was a project [Hien, 1997], which had the aim to characterise the exact geometry of a dragonfly wing. One result, besides others, was a detailed documentation of nine cuts perpendicular to the longitudinal wing axis. These nine cuts were made in equal intervals and they were measured by a travelling microscope and documented by coordinates. Figure 3 shows the positions of the cuts on the dragonfly wing and the resulting cross sections.  Figure 3. Position of the cuttings on the dragonfly wing [Hien, 1997] Based on this data a first step was to bring these coordinate nodes in a 3D-CAD-model forming nine curves. These discrete curves were combined in a next step. Interpolating splines connect the curves. Basis for the splines were the veins of the dragonfly wing, which were modelled from photos. Thus, a net of wireframes was built, which had to be filled by surfaces. The result of these operations was a realistic, digital model of a dragonfly wing (scale 8:1). Figure 4 shows the developed skeleton lines of the dragonfly wing and the resulting surface model of the wing. Since the surface model is not applicable for the following NC-Code generation, a volume model (solid) is needed which was deduced from the surface model (see figure 4). 4  Figure 4. Dragonfly wing wireframe, surface and 3D-CAD- solid model 4. Manufacturing with an integrated CAD/CAM/NC Solution The CAD-software used (CATIA V5) has an integrated CAM/NC-module that allows for the generation of NC-code semi-automatically, in this case for a 3-axis milling machine. Basis is the 3D-CAD-model. Different approaches had to be investigated in order to find a suitable milling strategy. The resulting tool path was thoroughly simulated and tested prior to the generation of the final NC-code (see figure 5). IBM supported the project by developing the postprocessor needed to translate the general tool path generated by the CAM/NC-module into the machine-specific NC-code.   Figure 5. Milling simulation of the cavity  5The corrugations were difficult to mill because of the usage of a very thin milling cutter. The transition from one valley to a crest and from one crest to a valley are discrete. To be as close to reality as possible a milling cutter with just 2mm diameter had to be used (see figure 6). Due to the required high surface quality the cutting paths had to be very close together. This caused a milling time of 20 hours per negative form.   Figure 6. Milling of the cavity and the finished form 5. Application of the model The model which was milled is the negative mould for the building of enlarged positive dragonfly wing models made of fibre reinforced plastics. This single wing will be used to investigate further into the aerodynamic system of the air vortices which are formed by the corrugation of the wing. A second mirror-inverted wing was manufactured for the other side of an aerodynamic model of the dragonfly. In a first step the third and the fourth wing will be exact copies of the first and the second wing. These four wings are fitted to a body model of the dragonfly in such a way that it is possible to change the attack angle and the sweep. To realise the flapping-wing motion Fluidic Muscles by the Festo company will be used. The complete physical, realistic model will be used to research the aerodynamic of the flapping-wing motion and the effects of the interferences between the four wings in a wind tunnel. The results could be used to build new type of aircrafts with very light wing structures and improved fuel efficiency. First tests with a large scale flapping-wing aircraft have been done by DeLaurier (see figure 7) [DeLaurier, 1993; DeLaurier 1994].  Figure 7. Flight test with an Ornithopter [deLaurier, 2005] 6 Another field of applications could be Micro-Air-Vehicles (MAV). These small un-manned machines could be used to explore Mars by flying much greater distances than the earth bound rover vehicle could cover [GEO, 2004]. Unfortunately, also armed forces are thinking about the use of autonomous flapping-wing micro aircrafts. 6. Conclusion In nature we find many examples for highly optimised principles and solutions. The wing of the dragonfly is such a structure. The wing is very light and at the same time very stiff and has impressive aerodynamic properties. In order to understand how nature could achieve such opposed properties it was necessary to a build an enlarged model to carry out further research into the aerodynamics of the single wing on the one hand and into the effects of the interferences between the four wings on the other hand in a wind tunnel. The enlarged model of the dragonfly wing was derived from cross cut sections of an actual dragonfly wing using the CAD/CAM/NC solution CATIA V5 and a NC-milling machine. In the future the findings may be useful to develop light aircraft which have a high fuel efficiency and great manoeuvrability. Acknowledgement The authors would like to thank IBM for the support in NC-postprocessor implementation. References DeLaurier, J. D., “A study of mechanical flapping-wing flight“, The Aeronautocal Journal of the Royal Aeronautical society, p277-286, 1993 DeLaurier, J. D., “An ornithopter wing design”, Canadian aeronautics and space journal, Vol. 40 No. 1, p 10-18, 1994 De Laurier, J. D., “Project Ornithopter”, Website: http://www.ornithopter.net, 15.12.2005 GEO, “Visionen: Schmetterlinge auf dem Mars”, GEO, 05/2004, p185-186, 2004 Hien, K., “Umströmungsvisualisierung von Profilmodellen eines Insektenflügels und erste aerodynamische Messungen (Aeshna spec.)”, diploma thesis, department of Zoology, Saarland University, 1999 Hien, K., Kesel, A. B., Wedekind, F., Nachtigall, W., “Visualisierung und Analyse der Umströmung an Insektenflügelprofilen (Odonata)”, Verhanndlungen der Deutschen Zoologischen Gesellschaft – Kurzpuplikationen, 89. Jahresversammlung, 1996 Hien, K., Kesel, A. B., Wedekind, F., “Umströmungs-Visualisierung und aerodynamische Effekte der Profilierung des Libellenflügels”, BIONA Report 10, Nachtigall, W., Wisser, A., Saarbrücken, 1996 Kesel, A. B., "Aerodynamic characteristics of dragonfly wing sections compared with technical aerofoils“, The Journal of Experimental Biology 203, p3125-3135, 2000  Kesel, A. B., Eisenbarth, E., Hien, K., Pfeil, B., Phillipi, U., Püschel, U., Nachtigall, W., Wisser, A., “Insect wings: Biologically optimized supply and airfoil systems”, Proceedings of the German Zoological Society, 86th meeting in Salzburg, p252, 1993 Okamoto, M., Yasuda, K., Azuma, A., “Aerodynamic characteristics of the wings and body of a dragonfly“, The Journal of Experimental Biology 199, p281-294, 1996 Pahl, G., Beitz, W., Feldhusen, J., Grote, K. H., “Konstrukionslehre”, Springer-Verlag, Berlin Heidelberg, 2003 Thilmany, J., “Swim like the sharks”, Mechanical Engineering, Vol. 126 Issue 5, p68, 2004 von Baeyer, H. C., “The lotus effect”, Sciences, Vol. 40 Issue 1, p12-15, 2000  Dipl.-Ing. Sören Wanke Saarland University, Institute of Engineering Design/CAD Building A 4.2, POB 15 11 50, D-66041 Saarbrücken, Germany +49 (0)681/302-3269 +49 (0)681/302-4858 wanke@cad.uni-saarland.de http://www.cad.uni-saarland.de 

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Modelling and manufacturing of a dragonfly wing as basis for bionic research

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