150
S. Palleboina and K. Pallela
process is more suitable to design the wings of MAV structures in different dimen-
sions based on the material proposed as MEMS technology also supports the
biological implantations.
Bulk Micromachining (BMM) Process
This method allows the substrate to be used in three sides of its dimensions. Single
Crystalline Silicon is used due to its electrical and mechanical properties. Generally
wet etching and dry etching methods are used to design MEMS. Anisotropic etchants
such as KOH and TMAH are used for performing the web etching. However, TMAH
etchants are highly compatible with CMOS process as these etchants are alkaline ion
free.
Practical Considerations of Designing MAVs Using MEMS
Design of an MAV demands various aerodynamic considerations along with its body
parts and power sources connected to it at various sections. Silicon is the dominant
material used in MEMS for most of the device fabrications and recently soft material
like polymers are designed using natural materials. These hybrid systems are biocom-
patible and for example, parylene is used to fabricate variety of valves and pumps
for fluidic applications at micro levels. Ho et al. [3] suggested parylene based MAV
wing membrane with a typical thickness. The same material can also be used for
electrostatically activated check-valves. Considering the above two reasons MEMS
devices can be integrated on the wing, which forms a complete unit.
Ho et al. [3] reported a successful operation of independent actuators at a voltage
of 50 V. Fully integrated actuators on these wings are even working up to a voltage of
300 V due to the increase in the gap (d) between electrodes at the time of integration.
The general equation for electrostatic force (Fe) is given by
Fe = εo AV 2
2d
(11.1)
where A is the area of two conductive plates.
d is the gap between plates.
V is the applied voltage.
εo is the permittivity of free space.
A careful note must be considered at low voltages that the fabrication needs to be
done carefully to reduce the electrode gap at the time of integration. Otherwise, the
electrostatic forces proportional to demand a voltage rise by its square for maintaining
same force when the gap size is increasing.