We examine a motor skill that is known to be long lasting but also subject to interference learning to reach in the presence of a dynamic (force-field) perturbation generated on the hand by a robotic interface [ 4, 9].
Figure 2 Transient perturbation generated by motor activation in scalar burst mode data.
The difference between these two transitions is, however, more related to the stability of the incident detonation and the strength of the perturbation generated by the incident shock.
However, it is possible that in some particular cases, as has been suggested for Drosophila, the expansion of AARs can produce compensatory changes on the neighbouring sites to accommodate the perturbation generated by the repeat[ 30].
The method is illustrated by perturbations generated by potentials with zero relative bound, relative to the free Hamiltonian operator of a finite non-relativistic quantum system, and by the attractive 1r2 potential for a single non-relativistic particle.
In the near-field, pressure perturbations generated by a monopole fall off in proportion to 1/r, where r is the distance from the source.
In the near-field, pressure perturbations generated by a dipole fall off in proportion to 1/r 2. Quadrupole radiation arises from the fluctuating shear stresses within a turbulent fluid [14] and has a three-dimensional pressure field.
In the near-field, pressure perturbations generated by a quadrupole fall off in proportion to 1/r 3. Boiling produces monopole acoustic radiation as the expansion, and sometimes the subsequent collapse, of vapor bubbles within a heated fluid produce pressure fluctuations that propagate away from the forming bubble [15].
The similarity of the slip velocity field around LA between Figs. 4(d e) and 5(b c) indicates that the stress perturbations generated by SAs have a negligible effect on LA.
The parameter perturbations generated a broader distribution of M end.
