ChaosBench-Logic / systems /chua_circuit.json
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{
"system_id": "chua_circuit",
"name": "Chua's circuit",
"category": "chaotic",
"equations": "Three-dimensional nonlinear circuit equations with a piecewise-linear resistor (Chua diode).",
"parameters": {
"alpha": 15.6,
"beta": 28.0,
"m0": -1.143,
"m1": -0.714
},
"description_simple": "An electronic circuit that produces a double-scroll chaotic attractor.",
"description_complex": "Chua's circuit is the first known physical electronic circuit to exhibit robust chaos. Governed by a piecewise-linear nonlinearity and three coupled first-order ODEs, it generates the iconic double-scroll strange attractor, with positive Lyapunov exponents, sensitivity to initial conditions, and deterministic but unpredictable dynamics.",
"truth_assignment": {
"Chaotic": true,
"Deterministic": true,
"PosLyap": true,
"Sensitive": true,
"StrangeAttr": true,
"PointUnpredictable": true,
"StatPredictable": true,
"QuasiPeriodic": false,
"Random": false,
"FixedPointAttr": false,
"Periodic": false,
"Dissipative": true,
"Bounded": true,
"Mixing": true,
"Ergodic": true,
"HyperChaotic": false,
"Conservative": false,
"HighDimensional": false,
"Multifractal": false,
"HighDimSystem": false,
"ContinuousTime": true,
"DiscreteTime": false,
"DelaySystem": false,
"Forced": false,
"Autonomous": true,
"StrongMixing": true,
"WeakMixing": true
}
}