Fig. 2

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Sketch of the relation of vectors and angles between the lab-frame {ê1, ê2, ê3} and the target-frame {â1, â2, â3}. In the applied MC setup the unit vector ê1 is antiparallel to the direction of the drift velocity Δs. The vectors ê2 and ê3 are chosen to create an orthonormal basis together with ê1 for the gas properties. The target-frame {â1, â2, â3} is defined by the moments of inertia of the dust aggregate. It is assumed that the grain is rapidly rotating around the principal axes â1 and that the angular momentum J of the grain is parallel to â1. The rotating dust may perform a stable precession with respect to Δs. Here, the quantities β, Θ, and Φ are the angles of rotation, alignment, and precession, respectively.
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