﻿1
00:00:00,510 --> 00:00:01,290
‫Welcome back.

2
00:00:01,440 --> 00:00:09,960
‫So this is the solution for you, for one way to do it is like this, you add a bit of rotation to M2

3
00:00:09,960 --> 00:00:20,520
‫and enforced by Delta A radians per second, and you decrease rotation in M1 and M3 by Delta B radians

4
00:00:20,520 --> 00:00:21,360
‫per second.

5
00:00:21,630 --> 00:00:29,430
‫Now the clockwise turning propellers turn faster than the counterclockwise turning propellers.

6
00:00:29,700 --> 00:00:31,940
‫That's like a chopper without a tail.

7
00:00:32,190 --> 00:00:40,620
‫The wave starts rotating counterclockwise around the body frame z axis and makes sense because the propellers

8
00:00:40,620 --> 00:00:43,200
‫that rotate clockwise dominate.

9
00:00:43,410 --> 00:00:53,160
‫And so the network that the propellers experiences, the drone itself experiences a talk that has equal

10
00:00:53,160 --> 00:00:53,850
‫magnitude.

11
00:00:53,850 --> 00:00:56,040
‫But it has the opposite direction.

12
00:00:56,490 --> 00:01:06,360
‫The relation between the your control action torque you for which units are Knewton meters and the acceleration

13
00:01:06,660 --> 00:01:09,990
‫around the body from the axis side, double that.

14
00:01:10,230 --> 00:01:17,700
‫Considering that there are no other talks present, then the relationship between them is the following.

15
00:01:17,700 --> 00:01:27,450
‫EUFOR equals the mass movement of inertia about the body frame Z axis times side double dot, which

16
00:01:27,450 --> 00:01:33,150
‫is the angular acceleration and its units are radians per second squared.

