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Three-order Lorenz 4 + 2 type chaotic circuit

A technology of chaotic circuits and operational amplifier circuits, which is applied to secure communication through chaotic signals, electrical components, digital transmission systems, etc., can solve problems such as complex Lorentz circuit structure, and achieve simplified circuit connection relationship, simple circuit structure, and economical The effect of hardware cost

Active Publication Date: 2016-06-01
HEXI UNIV
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  • Abstract
  • Description
  • Claims
  • Application Information

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Problems solved by technology

[0003] The purpose of the present invention is to provide a third-order Lorentz-like 4+2 type chaotic circuit, which is used to solve the problem of complex structure of the existing Lorentz circuit

Method used

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  • Three-order Lorenz 4 + 2 type chaotic circuit
  • Three-order Lorenz 4 + 2 type chaotic circuit
  • Three-order Lorenz 4 + 2 type chaotic circuit

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Embodiment Construction

[0019] Such as Figure 1 to Figure 7 As shown, the present invention includes a first operational amplifier circuit A, a second operational amplifier circuit B and a third operational amplifier circuit C; the aX input terminal of the first operational amplifier circuit A, the a3 input terminal and the output of the first operational amplifier circuit A end is connected with the bX input end and the b1 input end of the second operational amplifier circuit B, the aY input terminal and the a2 input end of the first operational amplifier circuit A are connected with the output end of the second operational amplifier circuit B; the second operational amplifier circuit B The bY input terminal of bY is connected with the c2 output terminal of the third operational amplifier circuit C, and the c1 input terminal of the third operational amplifier circuit C is connected with the a1 output terminal of the first operational amplifier circuit.

[0020] Such as figure 1 As shown, the first...

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Abstract

The invention provides a three-order Lorenz 4 + 2 type chaotic circuit, comprising a first operational amplifier circuit A, a second operational amplifier circuit B and a third operational amplifier circuit C, wherein an aX input end and an a3 input end of the first operational amplifier circuit A and an output end of the first operational amplifier circuit A are connected with a bX input end and a b1 input end of the second operational amplifier circuit B, and an aY input end and an a2 input end of the first operational amplifier circuit A are connected with the output end of the second operational amplifier circuit B; a bY input end of the second operational amplifier circuit B is connected with a c2 output end of the third operational amplifier circuit C, and a c1 input end of the third operational amplifier circuit C is connected with an a1 output end of the first operational amplifier circuit A. The three-order Lorenz 4 + 2 type chaotic circuit provided by the invention has a simple circuit structure and can display various chaotic signals on an oscilloscope; and by means of some specific resistors, for example, after a resistor R4 or a resistor R6 is replaced by a variable resistor, then the chaotic characteristics of the chaotic signals can be changed.

Description

technical field [0001] The invention relates to the technical field of chaotic circuit optimization, in particular to a third-order Lorentz-like 4+2 type chaotic circuit. Background technique [0002] The Lorentz equation circuit is a circuit family, called the Lorentz equation-like circuit family, including the Lorentz equation circuit, Chen Guanrong equation circuit, Lu Jinhu equation circuit and a large number of other circuits. Its characteristic is that it can output phase diagram of . The existing circuit capable of outputting the phase diagram of upright butterfly wings is composed of 6 operational amplifiers and 2 analog multipliers, referred to as 6+2 circuits; other Lorentz-like circuit families are composed of 5 or more operational amplifiers Composition, the circuit structure is complicated, and it is easy to make circuit connection errors when conducting chaotic experiments, which wastes time and increases some unnecessary costs, which are the shortcomings of t...

Claims

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Application Information

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IPC IPC(8): H04L9/00
CPCH04L9/001
Inventor 熊丽张新国刘振来石玉军朱志斌向根祥黄小娜
Owner HEXI UNIV
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