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Online proceedings - EDA Publishing Association

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Layout<br />

Total dimensions<br />

of the gripper<br />

(length, width,<br />

thickness)<br />

(µm)<br />

Minimum<br />

width<br />

(µm)<br />

Maximum<br />

width<br />

(µm)<br />

11-13 <br />

May 2011, Aix-en-Provence, France<br />

<br />

TABLE 5<br />

RESULTS OF FEM ANALYSIS FOR EACH LAYOUT<br />

Applied<br />

displacement<br />

to the moving<br />

arm a<br />

(µm)<br />

Equivalent<br />

force<br />

(µN)<br />

Stiffness<br />

(µN/µm)<br />

Tip<br />

displacement in<br />

direction of y<br />

(fixed arm,<br />

moving arm)<br />

Ux,Relative<br />

displacement<br />

of two tips in<br />

direction x b<br />

(µm)<br />

Uy, Relative<br />

displacement<br />

of two tips in<br />

direction y b<br />

(µm)<br />

Maximum<br />

stress<br />

(Mpa)<br />

1 1000 x 127 x 20 18 40 -20 28 3.1 (106, 102) 10 -4 33.93<br />

2 1000 x 390 x 20 20 100 -20 25 2.6 (20, 19) 10 -1 32.94<br />

3 1000 x 70 x 20 5 30 10 5.5 0.14 (4, 42) -0.5 -38 30.95<br />

4 1000 x 140 x 20 5 30 10 4.2 0.11 (5, 41) -6 -35 32.55<br />

a Positive values mean tension and minus values mean compression<br />

b Minus values mean the two arms moved away of each other<br />

Fig. 5. Approaching<br />

Fig. 6. Opening<br />

Fig. 7. Closing<br />

Fig. 8. Keeping<br />

The gripping procedure that was explained here is divided<br />

in four steps; approaching to the cell, opening of the jaws,<br />

closing of the jaws and finally, keeping the cell. These steps<br />

are shown in Fig. 5 to 8. All relative sizes are according to<br />

the real condition. In Fig. 1 a 35 µm cell has been shown in<br />

front of the gripper tip. This is after the process of<br />

approaching to the cell. Fig. 6 shows the maximum opening<br />

range of the gripper tip that can be achieved by applying 10<br />

µm or 4.2 µN force to the moving arm. As can be seen the<br />

opening range in this configuration is more than the other<br />

layouts. This also can be confirmed by the stiffness numbers<br />

of Table 5. Stiffness was calculated by dividing the amount<br />

of forces to the received relative displacement of the gripper<br />

tips. Fig. 7 is the returning process of the gripper to its<br />

unloaded condition. This figure shows the jaws when 2 µm<br />

displacement is applied to the moving arm of the gripper.<br />

Finally, Fig. 8 shows the relax condition of the gripper<br />

without any applied load or displacement. In this figure the<br />

gripper keep the cell inside its tips. One of the most<br />

advantages of this approach is increasing the contacts area<br />

between cell membrane and gripper tip that causes less<br />

stress on the membrane of the cell. Also in the case of a<br />

precise manipulation it can be completely a non-contact<br />

gripping.<br />

IV. RESULTS AND CONCLUSION<br />

A new approach in designing of microgrippers for<br />

biological cells manipulation was proposed and optimized<br />

by finite element method. By separating the actuator part of<br />

the microgripper from gripping jaws, many existing<br />

problems in cell manipulation were solved. This layout<br />

assures significant benefits such as the reduction of micro<br />

fabrication steps, time and cost of building process. By<br />

using this approach, there is no need to dope any kind of<br />

metal on substrates and use several mask layers in<br />

fabrication process that is usual in all thermal actuators.<br />

Some attempts to design an innovative configuration were<br />

performed and herein documented, by distinguishing<br />

advantages and disadvantages of each new layout proposed.<br />

The main innovation was strategy of surrounding the cells<br />

and keeping them instead of using tweezers for gripping,<br />

which make a local contact with the cells limited to two or<br />

few points. A finite element optimization was then<br />

performed to improve the performance of the proposed<br />

360

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