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Special Case of Routh Stability Criterion by Juan Camilo Charris Hernandez is a document available to read on EtoBox.
What is Special Case of Routh Stability Criterion about?
The document discusses a special case of the Routh stability criterion that has not been addressed in previous literature. Specifically, it considers a polynomial where the first row of the Routh array does not have all non-zero elements and the second row is all zeros. By replacing the second row elements with a small positive number ε, the authors are able to apply the Routh method to the modified array. This analysis shows that the polynomial has complex conjugate roots with positive real parts, indicati
- Author
- Juan Camilo Charris Hernandez
- Language
- EN