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Computation of positive stable realizations for linear continuous-time systems

机译:线性连续时间系统的正稳定实现的计算

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摘要

Conditions for the existence of positive stable realizations with system Metzler matrices for proper transfer function are established. A method based on the decomposition of transfer functions into the first, second and third orders transfer functions for computation of positive stable realizations is proposed. A method for computation of positive stable realizations of transfer functions with real negative poles and zeros is given.
机译:建立了系统Metzler矩阵用于适当传递函数的正稳定实现的存在条件。提出了一种基于传递函数分解为一阶,二阶和三阶传递函数的方法,用于计算正稳定实现。给出了一种计算带有实负极点和零点的传递函数的正稳定实现的方法。

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