virtial reality tank

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ZRS CTU in Prague, CZ - 2009 Virtual Model Design Virtual Model Design Virtual Model Design (in Matlab) (in Matlab) (in Matlab) Jirka Roubal [email protected] http://support.dce.felk.cvut.cz/pub/roubalj/Department of Control Engineering, Faculty of Electrical Engineering Czech Technical University in Prague www.cvut.cz2009 J. Roubal, CTU in Prague –1/19–

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Page 1: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009

Virtual Model DesignVirtual Model DesignVirtual Model Design

(in Matlab)(in Matlab)(in Matlab)

Jirka Roubal

[email protected]

〈http://support.dce.felk.cvut.cz/pub/roubalj/〉

Department of Control Engineering, Faculty of Electrical Engineering

Czech Technical University in Prague

〈www.cvut.cz〉

2009

J. Roubal, CTU in Prague –1/19–

Page 2: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 Contents and References

Contents

1. Simulink Model in Matlab

2. Mask of the Subsystem

3. VR Model

4. Examples

References

ROUBAL, J. (2009), Jirkovy stranky [online]. [cit. 2009-01-16],

〈http://support.dce.felk.cvut.cz/pub/roubalj/〉.

ROUBAL, J., HUSEK, P. & SPOL. (200x), Zaklady regulacnı techniky v prıkladech, Pracovnı

verze. 〈http://support.dce.felk.cvut.cz/pub/roubalj/〉.

THE MATHWORKS (2008), The Mathworks [online]. [cit. 2008-07-20],

〈http://www.mathworks.com/〉.

J. Roubal, CTU in Prague –2/19–

Page 3: Virtial Reality Tank

Figure 1: Water tank system

Consider a model of the water tank, which con-

sists of a rotary-pump, a tank, inflow and outflow

pipes and an output valve. The tank is filled with

the fluid by the rotary-pump. The fluid can drain

away from the tank through the output valve.

The system input is the voltage of the motor of

the rotary-pump u [V] and the system output is

the level of the fluid in the tank h [m].

The minimum and maximum of the input voltage

are umin = 0 V, umax = 10 V. The height of

the tank is 0.3 m.

ZRS CTU in Prague, CZ - 2009 Simulink Model in Matlab

1 Simulink Model in Matlab

1.1 Example of Water Tank System

J. Roubal, CTU in Prague –3/19–

Page 4: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 Simulink Model in Matlab

The model of the system can be written as (ROUBAL, J., HUSEK, P. & SPOL. 200x)

h(t) = −ko

h(t) + bu(t) (1)

and the simulink scheme (THE MATHWORKS 2008) of model (1) is in Figure 2.

Figure 2: Simulink model of the water tank

In the blocks in Figure 2 are filled variables Umin, Umax, b, ko and ho as an initial

condition of the integrator block 1/s.

J. Roubal, CTU in Prague –4/19–

Page 5: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 Mask of the Subsystem

2 Mask of the Subsystem

Now, we select the model components (in Figure 2) and click on Create subsystem. If

we doubleclick on the blue block in Figure 3, the model of the system (shown in Figure 2) will

be opened.

Figure 3: Subsystem of the Simulink model

If we click by right button of the mouse on the subsystem (blue block shown in Figure 3), we

can Mask Subsystem ... and draw some picture on the block, see Figure 5, set some

parameters of the model, see Figure 6, or write help, see Figure 7.

J. Roubal, CTU in Prague –5/19–

Page 6: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 Mask of the Subsystem

Note, it is appropriate to set in the Scope enough Limit data points to last

and Save data to workspace - the data can be used in Matlab workspace to plot

the graphs.

(a) Scope (b) Scope settings

Figure 4: Scope settings

J. Roubal, CTU in Prague –6/19–

Page 7: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 Mask of the Subsystem

Figure 5: Mask of the subsystem: picture on the subsystem

J. Roubal, CTU in Prague –7/19–

Page 8: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 Mask of the Subsystem

Figure 6: Mask of the subsystem: parameters of the subsystem

J. Roubal, CTU in Prague –8/19–

Page 9: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 Mask of the Subsystem

Figure 7: Mask of the subsystem: help of the subsystem

J. Roubal, CTU in Prague –9/19–

Page 10: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 Mask of the Subsystem

Then, the model in the Simulink looks like in Figure 8(a) and if we doubleclick on the model, we

can set the model parameters in the dialog window, see Figure 8(b).

(a) Subsystem (b) Dialog window of the masked subsystem

Figure 8: Subsystem with the mask in Simulink model and dialog window of the masked subsystem

J. Roubal, CTU in Prague –10/19–

Page 11: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 VR Model

3 VR Model

Now, we add from the VR Toolbox library blocks VR Signal Expander and VR Sink

and set the VR Signal Expander as in Figure 10(a) and in the dialog window shown in Fi-

gure 10(b), we click on New button. The VRML editor will open, see Figure 11, where we put

some objects and change the name of the object (default name is Transform) and save

the WRL file. Then, in dialog window, shown in Figure 12, click on scale in the water

branch. Then we can connect the output of the VR expander to the input of VR Sink, see Fi-

gure 13.

Figure 9: Simulink model of the system with Virtual Reality toolbox blocks

J. Roubal, CTU in Prague –11/19–

Page 12: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 VR Model

(a) VR Signal Expander (b) VR Sink

Figure 10: VR Signal Expander and VR Sink block dialog windows

J. Roubal, CTU in Prague –12/19–

Page 13: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 VR Model

Figure 11: VRML Editor

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Page 14: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 VR Model

Figure 12: Dialog windows of the WRL file

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Page 15: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 VR Model

Figure 13: Simulink model of the system with Virtual Reality

The Simulink model with the Virtual Reality of the Water Tank can be found in (ROUBAL, J.

2009).

J. Roubal, CTU in Prague –15/19–

Page 16: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 Other Examples

4 Other Examples

Several models with virtual realities were prepared within the students bachelor thesis and are

described in (ROUBAL, J. et al. 200x).

Figure 14: Coupled tanks system with Virtual Reality

J. Roubal, CTU in Prague –16/19–

Page 17: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 Other Examples

Figure 15: Mass on spring system with Virtual Reality

Figure 16: Double mass on springs system with Virtual Reality

J. Roubal, CTU in Prague –17/19–

Page 18: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 Other Examples

Figure 17: Inverted pendulum system with Virtual Reality

Figure 18: Ball on plate system with Virtual Reality

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Page 19: Virtial Reality Tank

ZRS CTU in Prague, CZ - 2009 Questions ...

Questions ...

• Prepare a Simulink model with the Virtual Reality within your semestral work.

J. Roubal, CTU in Prague –19/19–