2015 International Conference on Unmanned Aircraft Systems (ICUAS) 2015
DOI: 10.1109/icuas.2015.7152385
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Dynamic modeling of a multi-rotorcraft UAS with morphing capabilities

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Cited by 9 publications
(5 citation statements)
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“…• To develop a stable, light and reconfigurable structure • To develop a way for increasing yaw torque in the case of a weak air-craft TM • To develop air-crafts capable of variable controlled pitch/roll if this was necessary [95], [96] Safety:…”
Section: Mechanicsmentioning
confidence: 99%
“…• To develop a stable, light and reconfigurable structure • To develop a way for increasing yaw torque in the case of a weak air-craft TM • To develop air-crafts capable of variable controlled pitch/roll if this was necessary [95], [96] Safety:…”
Section: Mechanicsmentioning
confidence: 99%
“…Vehicles that use a central actuator to change the angle of their arms in an X-shape are presented in [5] and [6], and a vehicle that uses four servomotors to change each arm angle is presented in [7] and extended in [8]. In [9] and [10], a quadcopter design is presented that is capable of using one or more actuators to reposition the propellers of the vehicle to be above one another such that the horizontal dimension of the vehicle is reduced. Similarly, Riviere et al [11] use a single actuator to reposition the propellers of the vehicle to be in a horizontal line, and demonstrates the vehicle being used to traverse a narrow gap.…”
Section: A Related Workmentioning
confidence: 99%
“…The net deviation U(t,τ) of the geometric center will be calculated scalarly in equation (9). According to the mathematical relationship given below, the more vertical the rotational deflection occurs, the less the geometric center will eventually deviate due to the triangle inequality (Vargas et al , 2015). When the outer center of rotation settles near the geometric center instead of infinity, translational and rotational deflections do not coincide, and the net geometric center displacement decreases: …”
Section: Hover Stiffness Analysis Considering the Multicopters' Pendu...mentioning
confidence: 99%
“…The net deviation U(t,t) of the geometric center will be calculated scalarly in equation ( 9). According to the mathematical relationship given below, the more vertical the rotational deflection occurs, the less the geometric center will eventually deviate due to the triangle inequality (Vargas et al, 2015).…”
Section: Hover Stiffness Analysis Considering the Multicopters' Pendu...mentioning
confidence: 99%