An mclc-type memristive chaotic signal generator
A technology for generating devices and chaotic signals, which is applied in security communication devices, digital transmission systems, electrical components, etc., can solve the problems of complex circuit structure of chaotic circuits, difficulty in simulation and experimental process, etc., and achieve rich chaotic phenomena, simple structure, and reduced effect of quantity
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Embodiment 1
[0033] Mathematical modeling:
[0034] like figure 1 shown in the main circuit, figure 1 There are four state variables in it, which are capacitance C 1 voltage across 1 , capacitance C 2 voltage across 2 , the current i flowing through the inductor L L , the internal state variable of the memristor M is the voltage v across the capacitor C C ;
[0035] According to the above four state variables, the dynamic equations of the MCLC type memristive chaotic signal generator circuit are as follows:
[0036]
[0037] Among them, E sat =13.5V, ρ=1 / (2nV T ), (E sat , I S , n and V T Respectively represent the saturated output voltage of the operational amplifier, diode reverse saturation current, emission coefficient and cut-off voltage).
[0038] figure 2 The circuit shown in the four diodes D 1 -D 4 The constitutive relation of can be described as
[0039]
[0040] Among them, k=1, 2, 3, 4, ρ=1 / (2nV T ), v Dk and i Dk represent respectively through the ...
Embodiment 2
[0051] Circuit simulation:
[0052] like Figure 11 As shown in the circuit diagram, two operational amplifiers U 1a and U 1b All use OP07AH, diode D 1 -D 4 Both use D1N4148, fixed circuit parameter R C =20kΩ, C 1 =10nF, C 2 =0.22μF, L=100mH, C=1μF and R=1kΩ, by adjusting the resistor R L different parameter values for circuit simulation, when R is selected L =0.9kΩ, R L =1.1kΩ, R L = 1.25kΩ and R L =1.45kΩ, there are corresponding circuit simulation phase rail diagrams as Figure 12 , 13 , 14, 15 shown. It can be seen that different circuit component parameters will show different chaotic characteristics, and a variety of chaotic behaviors with complex dynamic characteristics can be obtained.
[0053] By comparing the results, it can be concluded that the circuit simulation results are basically consistent with the mathematical modeling calculation results, both of which indicate that the present invention can generate chaotic signals.
[0054] Based on the e...
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