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The Development of Neural Network Based System Identification ...

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180 CHAPTER 6 NEURAL NETWORK BASED PREDICTIVE CONTROL SYSTEM<br />

START<br />

Initialise:<br />

Constraint Parameters: M, <br />

MPC Parameters: Np, Nc, Q, R<br />

u(0)<br />

Initialize<br />

Read IMU,<br />

I2C Data<br />

Read IMU,<br />

I2C Data<br />

Read<br />

Reference<br />

Signal<br />

Update u(t)<br />

Read u(t-1)<br />

HMLP NN Training<br />

· Obtain with<br />

formulation in<br />

Table 4.1<br />

Update<br />

Model<br />

Prediction<br />

· Eq. (6.30)<br />

QP Hildreth<br />

· Eq. (6.43) – (6.44)<br />

· Implement first<br />

element <strong>of</strong> control<br />

sequences<br />

Instantaneous<br />

Linearisation<br />

· Eq. (6.6) – (6.15)<br />

NMSS Formulation<br />

· Eq. (6.16) – (6.21)<br />

SS Model<br />

Augmentation<br />

· Eq. (6.25)<br />

u(k) = u(k-1) + ∆u<br />

GCS<br />

Monitor<br />

Stop<br />

Condition<br />

Stop<br />

Condition<br />

END<br />

END<br />

Figure 6.5 <strong>The</strong> NNAPC algorithm flowchart with recursive HMLP model. <strong>The</strong> training method<br />

shown in this figure is based on the recursive Gauss-Newton (rGN) method.

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