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Exact(12)
The principles of the techniques are explained and some application related to spacecraft flying in close relative motion are shown.
These equations of motion are shown to be applicable to both airborne and spaceborne stripmap imaging geometries.
The effects of the longitudinal inertia on the non-linear transverse motion are shown to be extremely small.
The mathematical model and derived performance measures in hover and translatory motion are shown to be capable in describing the physical phenomena of the flow field of the semi-spherical Coandă MAV.
Variations of the within-shot correlations across time, and hence the variation in amount of motion, are shown in Fig. 2b for the first 512 shots of Dances with Wolves (Kostner, 1990).
The quadratic non-linearity terms in the equations of motion are shown to affect the cable behaviour significantly when the in-plane frequency is about twice the out-of-plane frequency of oscillation.
Similar(48)
This motion is shown in Figure 17.
The influence of the rheological parameter λ4 on the fluid motion is shown by Figure 9.
The influence of the kinematic viscosity ν on the fluid motion is shown in Figure 10.
The overview of creating swimming motion is shown in Fig. 4.
This flapping motion is shown here to propagate at an angle of ∼45° with xGSM.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com