Abstract
The article discusses a kinematic model of a group pursuing a single target by the method of parallel approach. The model is based on the fact that pursuers try to stick to pre-designed trajectories. The pursuer’s trajectories have curvature constraints. The initial directions of the pursuers’ velocities are arbitrary, which changes the well-known method of the parallel approach. In our model, the goal is achieved by the pursuers simultaneously. This is due to the change in the lengths of the predicted trajectories by time synchronization to reach the target. The change in length occurs due to an increase in the radius of curvature in the initial section of the trajectory.
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