Abstract: A process and system for the planning a cost-minimized aircraft flight route between a starting point and end point takes into account costs associated with the flight route, no-fly zones and flight corridors, and aircraft limitations. A raster set is determined which comprises topographical points between the starting and end points, and costs associated with the respective raster points are determined. N nodes are determined for each raster point of at least one subset of the raster set, such nodes being associated with approach directions of the raster point by the aircraft. Possible take-off directions of the raster point are defined, taking into account the minimum turning radius of the aircraft, as a function of the approach direction. A cost-minimized flight route is determined by means of a shortest path algorithm, taking into account only the k most cost-effective nodes (k<N) for a raster point.

Abstract: A process for determining a route along more than two mutually consecutive preset path points with given connecting routes in-between. In this case, a plurality of connecting routes is given between at least one pair of two mutually consecutive path points. Respective costs and preferably also a respective time duration are assigned to each connecting route. In a first step of the process, a tree is generated which comprises edges and nodes connected by edges. Each node is assigned to a defined path point and each edge corresponds to a connecting route. The route is determined based on a selection of edges of the tree.

Abstract: The invention relates to an onboard navigation system for an aircraft (10), particularly a navigation system for a helicopter and to a method of operating such a navigation system allowing improvement of safety of an aircraft and its crew.

Abstract: A process for determining a route along more than two mutually consecutive preset path points with given connecting routes in-between. In this case, a plurality of connecting routes is given between at least one pair of two mutually consecutive path points. Respective costs and preferably also a respective time duration are assigned to each connecting route. In a first step of the process, a tree is generated which comprises edges and nodes connected by edges. Each node is assigned to a defined path point and each edge corresponds to a connecting route. The route is determined based on a selection of edges of the tree.

Abstract: A process and system for the planning a cost-minimized aircraft flight route between a starting point and end point takes into account costs associated with the flight route, no-fly zones and flight corridors, and aircraft limitations. A raster set is determined which comprises topographical points between the starting and end points, and costs associated with the respective raster points are determined. N nodes are determined for each raster point of at least one subset of the raster set, such nodes being associated with approach directions of the raster point by the aircraft. Possible take-off directions of the raster point are defined, taking into account the minimum turning radius of the aircraft, as a function of the approach direction. A cost-minimized flight route is determined by means of a shortest path algorithm, taking into account only the k most cost-effective nodes (k<N) for a raster point.