randybeard / mavsim_public Goto Github PK
View Code? Open in Web Editor NEWRepository for the textbook: Small Unmanned Aircraft: Theory and Practice, by Randy Beard and Tim McLain
License: GNU General Public License v3.0
Repository for the textbook: Small Unmanned Aircraft: Theory and Practice, by Randy Beard and Tim McLain
License: GNU General Public License v3.0
When you click on the chap10.pptx link it opens a PDF file (chap10.pdf).
The following link is broken:
Dan Richards, 2022 Unit Tests on several chapters
Hello,
It seems like the model in the mavsim_simulink/chap2/drawSpacecraft.m is rotated around the wrong axes. In the provided file, the model is always rotated around the axes of inertial system (k^v, j^v and i^v), however yaw, pitch and roll are defined as rotations around the axes k^v, j^v1 and i^v2, respectively. As an example, if you add a yaw angle followed by pitch, you will observe the model rolling even if a roll angle is set to zero (see example below).
Is this the intended behavior?
Thank you.
Dear randybeard.
I really thank you to provide this code. It helps me to improve my understanding of aircraft theory.
I want to check whether my solution is correct.
How can I get full solution of matlab and simulink?
Sincerely, Kim.
In appendex B.5 in the uavbook.pdf, it references a method of converting Rotation Matrices to Quaternions from:
S. Sarabandi and F. Thomas, “Accurate computation of quaternions from rotation matrices,” in Advances in Robot Kinematics (J. Lenar- cic and V. Parenti-Castelli, eds.), pp. 39–46, Springer, 2019.
However, it is missing details on inserting the signs for the quaternions as described in "Accurate Computation of Quaternions from Rotation Matrices" on page 5:
"Due to the presence of square roots, the signs of qi, i = 1, . . . , 4 are undefined.
As in other methods where these signs are undefined [2], if we assume that q1 is
positive, then, according to (12), (13), and (14), we have to assign the signs of
r32−r23, r13−r31, and r21−r12, to q2, q3, and q4, respectively."
Hello,
I noticed a typo error at page 78 in figure 5.4 the incoming disturbance should be d_\beta and not d_\phi2.
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