混沌数学之非线性电路电容中的混沌控制系统
混沌数学之非线性电路电容中的混沌控制系统
相关软件:混沌数学及其软件模拟
相关代码:
//非线性电路电容中的混沌控制系统 class CapacitanceEquation : public DifferentialEquation { public: CapacitanceEquation() { m_StartX = 1.0f; m_StartY = 1.0f; m_StartZ = 1.0f; m_ParamA = 8.0f; m_ParamB = 14.0f; m_ParamC = 0.5f; m_ParamD = -1.0f; m_ParamE = 1.5f; m_StepT = 0.005f; } void Derivative(float x, float y, float z, float& dX, float& dY, float& dZ) { float g; if (x >= 1.0f) { g = m_ParamE*x - (m_ParamE - m_ParamD); } else if (x <= -1.0f) { g = m_ParamE*x + (m_ParamE - m_ParamD); } else { g = m_ParamD*x; } dX = m_ParamA*((m_ParamC-1.0f)*g + y); dY = g - y + z; dZ = -m_ParamB*y; } bool IsValidParamA() const {return true;} bool IsValidParamB() const {return true;} bool IsValidParamC() const {return true;} bool IsValidParamD() const {return true;} bool IsValidParamE() const {return true;} };
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