Environmental Engineering Reference
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and cruising speed measurements was then an estimate of the aerodynamic power
P a =
FU . One of the disadvantages of that procedure was that the two measurements
did not correspond to the same flight configuration: while U corresponds to self-
propelled cruising flight, F measured at a fixed station corresponds to a “hovering”
flight configuration. Here we avoid that problem by using an estimate of aerodynamic
power obtained only from the velocitymeasurements, as explained in the next section.
3 Results
(i) Flying performance . The aerodynamic interactions are thus ruled by
and their
effect can be directly measured in the performance parameters of the experiment:
the cruising speed U and the consumed power P i . In order to get a clear picture of
the effect of each parameter we first show in Fig. 2 two data series corresponding to
different flapping frequencies, where U and P i are plotted as functions of
˕
.Itcan
be seen that the phasing between the wings produces a net effect in performance, the
fastest cruising flight velocities corresponding to a range around in-phase flapping
(
˕
0), but the picture becomes richer when looking at the consumed power. Indeed,
the latter has two peaks around
˕ =
. The previous series lie in a regime
where increasing the flapping frequency shifts the curves to higher flying speeds
and higher consumed power. The observed trend is readily explained using the non-
dimensional expressions p
˕
0 and
ˀ
A 0 ˉ f defined by Ramananarivo
et al. ( 2011 ), where A 0 is the amplitude of oscillation of the leading edge at mid span
given by A 0 = (
=
/
ˉ f and u
=
/
P i c
B
U
L
/
2
)
sin
ʸ 0 and
ˉ f
=
2
ˀ
f . The insets in Fig. 2 show the behaviour
of the dimensionless quantities.
The increase of speed with increasing flapping frequency is not indefinite how-
ever, an effect shown in Fig. 3 , where U is plotted in coloured contours in a
(˕,
f
)
-
Fig. 2 Cruising speed and consumed power as a function of the forewing-hindwing phase lag for
two different flapping frequencies
 
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