Microsoft Word - Bin_20170610_Proof4arXiv.docx
نویسندگان
چکیده
Abstract—It is well-known that in an m-machine power system where each machine is represented by a second-order differential equation, the Jacobian of the system equation contains (m-1) pairs of conjugate eigenvalues and two real eigenvalues, including at least one zero. This letter proves that under the uniform damping condition, the dynamics associated with the two real eigenvalues do not have any impact on the dynamics associated with those complex eigenvalues. This conclusion is important to justify the use of the relative motions or center-of-inertia (COI) coordinate to analyze the rotor angle stability in a multi-machine power system.
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Solving Fuzzy Partial Differential Equation by Differential Transformation Method
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متن کاملAccessible Instruction - Resources
Introduction to Accessible Education [2] Developing Courses [3] Writing a Course Syllabus [4] Creating Accessible Lectures [5] Using PowerPoint [6] Using Word Documents and/or PDFs [7] Microsoft Word Accessibility Video pt 1 [8] Microsoft Word Accessibility Video pt 2 [9] Evaluating Students and Giving Feedback [10] Using Microsoft Office Microsoft Office 2010 Accessibility Video [11] Microsoft...
متن کاملAccessible Instruction - Resources
Introduction to Accessible Education [2] Developing Courses [3] Writing a Course Syllabus [4] Creating Accessible Lectures [5] Using PowerPoint [6] Using Word Documents and/or PDFs [7] Microsoft Word Accessibility Video pt 1 [8] Microsoft Word Accessibility Video pt 2 [9] Evaluating Students and Giving Feedback [10] Using Microsoft Office Microsoft Office 2010 Accessibility Video [11] Microsoft...
متن کاملAccessible Instruction - Resources
Introduction to Accessible Education [2] Developing Courses [3] Writing a Course Syllabus [4] Creating Accessible Lectures [5] Using PowerPoint [6] Using Word Documents and/or PDFs [7] Microsoft Word Accessibility Video pt 1 [8] Microsoft Word Accessibility Video pt 2 [9] Evaluating Students and Giving Feedback [10] Using Microsoft Office Microsoft Office 2010 Accessibility Video [11] Microsoft...
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