﻿1
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‫Welcome back, sir, to achieve the state space form here, that's super easy.

2
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‫You have this equation here, right?

3
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‫You take this correction factor here and you put it on the other side of the equation sine and that's

4
00:00:17,450 --> 00:00:18,230
‫what you get.

5
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‫And now you just take the inverse of this mass and mass movement of inertia matrix.

6
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‫This is the inverse here in red.

7
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‫And you apply it.

8
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‫To both sides of the equation sign so that here will give you a six by six identity matrix, which is

9
00:00:43,150 --> 00:00:48,100
‫one in the Matrix world, so actually you don't have to write it down.

10
00:00:49,000 --> 00:00:51,510
‫And that's the equation that you're left with.

11
00:00:52,030 --> 00:00:53,030
‫And here you go.

12
00:00:53,500 --> 00:00:58,090
‫This is a very compact form for your state's basic equations.

