A hybrid navigation algorithm that blends adaptive boustrophedon planning with physics-aware motion, dynamic speed profiling and elegant visualization — designed for precise coverage, realistic motion, and unpredictability where it matters.
Key highlights:
The system models the environment in a 2D coordinate frame. Boundaries are defined by GPS-local coordinates. Supported shapes: rectangle, circle, arbitrary polygon (closed polyline).
Drone follows the environment boundary once to generate exact limits and to calibrate initial orientation. Perimeter data is then used to compute interior sweep lines.
Where h = flight altitude, FOV = camera field-of-view (degrees), and overlap ∈ [0,0.5] is the desired frame overlap. This yields stripe spacing that guarantees visual coverage.
SkyLord Eyes alternates among multiple sweep modes — classic boustrophedon, angled-phase sweeps, sinusoidal sweeps and randomized phase shifts. Each segment includes a variable speed factor and may flip sweep angle periodically to avoid predictable patterns.
v = clamp( v_base × f_turn × f_distance, v_min, v_max )
f_turn := factor that reduces speed near sharp turns
f_distance := factor that adjusts speed on short/long segments
yaw_{t+1} = yaw_t + clamp(yaw_desired - yaw_t, -r_max*Δt, r_max*Δt)
v_{t+1} = v_t + clamp(v_cmd - v_t, -a_dec*Δt, a_acc*Δt)
x_{t+1} = x_t + v_{t+1} * cos(yaw_{t+1}) * Δt
y_{t+1} = y_t + v_{t+1} * sin(yaw_{t+1}) * Δt
These equations ensure turn-rate limits (r_max) and acceleration/deceleration caps (a_acc, a_dec) — creating smooth trajectories without abrupt changes that would be infeasible for a real UAV.
Patrol large perimeters with unpredictable sweep patterns to deter intrusions.
Systematic crop scanning with geotagged sensor data and imagery for analytics.
Adaptive search patterns for maximizing probability of detection across irregular areas.
Efficient, low-redundancy mapping with configurable overlap and stripe spacing.
Extensible for cloud-driven multi-drone coordination and formation coverage.
Clear visualizations are ideal for demos, research papers and teaching algorithm behavior.