2021
DOI: 10.3390/en14051232
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Mathematical Modeling of the Coaxial Quadrotor Dynamics for Its Attitude and Altitude Control

Abstract: In this paper, an easily implementable coaxial quadrotor model and its validation on data from a real unmanned aerial vehicle (UAV), are presented. The proposed mathematical model consists of two parts: description of orientation and position of the UAV in the three-dimensional space. It takes into consideration the gyroscopic effect, influence of the Coriolis force, viscous friction and a several drag-like effects (blade flapping, rotor drag, translational drag and profile drag). In contrast to multirotor mod… Show more

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Cited by 17 publications
(11 citation statements)
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“…Lebih lanjut, untuk pemodelan gerak rotasi quadrotor dapat digunakan hukum Euler yang keduanya merupakan hubungan dari torsi (𝜏) dan percepatan sudut (𝛼) serta hubungan antara momentum angular (𝐿) dan kecepatan putar (𝜔) didalamnya untuk setiap sumbu yang dialami sebuah pusat massa seperti ditunjukkan pada Persamaan (5) [11].…”
Section: Metode 21 Pemodelan Quadrotorunclassified
“…Lebih lanjut, untuk pemodelan gerak rotasi quadrotor dapat digunakan hukum Euler yang keduanya merupakan hubungan dari torsi (𝜏) dan percepatan sudut (𝛼) serta hubungan antara momentum angular (𝐿) dan kecepatan putar (𝜔) didalamnya untuk setiap sumbu yang dialami sebuah pusat massa seperti ditunjukkan pada Persamaan (5) [11].…”
Section: Metode 21 Pemodelan Quadrotorunclassified
“…Ref. [17] is to apply LQ and LQG methodologies for quadcopter control system. For that, they developed 6-DOF mathematical model with both the rectangular position (x, y) and altitude (z) as well as the orientation (attitude -angles around the axes).…”
Section: Iiliterature Review Of Multivariable Drone Controlsmentioning
confidence: 99%
“…Because of these capabilities and applications, currently, many have been researching quadrotor design and application as well as operation for a multidisciplinary engineering education in undergraduate course and technical high schools [17,35,44]. Basically, the qua-drone is a highly nonlinear and multivariable system that is strongly coupled and has an unstable system.…”
mentioning
confidence: 99%
“…In order to analyze the flight dynamic characteristics of a tethered multicopter, dynamics for each of the multicopter and the electric power cable should be modeled. Giernacki et al [16] obtained information such as geometric dimen- Weight and flexural rigidity of the power cable greatly changes depending on the operating voltage and current. As tethered multicopters for rescue purposes should be able to perform hovering flight with at least one passenger on board, there should be a heavy-duty power cable installed to ensure stable power supply from the ground, which generates a relatively large effect on flight dynamics brought by changes in the weight and flexural rigidity of the cable.…”
Section: Introductionmentioning
confidence: 99%
“…In order to analyze the flight dynamic characteristics of a tethered multicopter, dynamics for each of the multicopter and the electric power cable should be modeled. Giernacki et al [16] obtained information such as geometric dimensions, masses and moment of inertial, which are major parameters of the equation of motion, from the technical documentation provided by the multicopter manufacturer. Ivler et al [17] built a multicopter flight dynamics model close to reality by performing system identification using actual flight test data.…”
Section: Introductionmentioning
confidence: 99%