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<strong>International</strong> <strong>Teacher</strong> <strong>Education</strong> <strong>Conference</strong> <strong>2014</strong><br />

Drive/Master Sys. Equations :<br />

.<br />

X = −KX<br />

+ LY − YZ<br />

.<br />

Y = X<br />

.<br />

Z = −Z<br />

+ Y<br />

2<br />

(2)<br />

Sub Sys.1 Equations :<br />

.<br />

Y'<br />

= X<br />

.<br />

2<br />

Z'<br />

= −Z'<br />

+ Y'<br />

(3)<br />

Sub Sys.2 Equations :<br />

X'<br />

' = −KX<br />

''<br />

+ LY'<br />

−Y<br />

' Z'<br />

'<br />

.<br />

.<br />

Z'<br />

' = −Z'<br />

' + Y'<br />

2<br />

(4)<br />

By modeling the equations (2), (3), (4) via simulink shown as Figure-7- pecora-carroll synchronization model<br />

can be investigated.<br />

The variables of the rucklidge oscillators(Master&Sub) are; K = 2 , L = 6. 7<br />

Initial Values of ruklidge oscillators are; Drive/Master Sys.(Oscillator1) X(0) = 1, Y(0) = 0, Z(0) = 4.<br />

5<br />

Sub Syst. (Oscillator2), X(0) = 1. 1, Y(0) = 0, Z(0) = 4.<br />

6<br />

961

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