³æ¤¸ 1¡G±±¨î¨t²Î¤ÀªR Module 1: Control System Analysis |
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½Òµ{²¤¶ Course Introduction |
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±±¨î¨t²Î²¤¶ Introduction to Control Systems |
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±±¨î¨t²Îªº¤ÀªR»P³]p Control System Analysis and Design |
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¤zÂZ»PÆF±Ó«× Disturbances and Sensitivity |
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úA»~®t Steady-State Errors |
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S-¥±¡A·¥ÂI»P¹sÂI S-Plane, Poles and Zeroes |
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¼ÈºAÅTÀ³©Méw«× Transient Response and Stability |
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¥D¼ÒºA Dominant Modes |
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¼ÈºAÅTÀ³»P©Ê¯à Transient Response and Performance |
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¹sÂIªº¼vÅT Effects of Zeroes |
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³æ¤¸ 2¡Gª¬ºAªÅ¶¡ªk Module 2: State-Space Methods |
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ª¬ºAªÅ¶¡ State Space |
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ª¬ºAªÅ¶¡«Ø¼Ò State Space Modeling |
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¦A½×ª¬ºAªÅ¶¡«Ø¼Ò»PÂಾ¨ç¼Æ¯x°} More State Space Modeling and Transfer Function Matrices |
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Quanser ¼Ò«¬»Pª¬ºAÂಾ¯x°} Quanser Model and State Transition Matrices |
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ª¬ºAªÅ¶¡·L¤À¤èµ{¦¡ªº¸Ñ Solutions of State Space Differential Equations |
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¥i±±¨î©Ê Controllability |
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´úÅç 1 Quiz 1 |
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¥i±±¨î©Ê(Äò) Controllability Continued |
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ª¬ºAªÅ¶¡³]p State Space Design |
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³æ¤¸ 3¡G®É°ì¨t²Î³]p Module 3: Time Domain System Design |
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¤ñ¨Ò±±¨î Proportional Control |
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±±¨î¨t²Î³]p(®É°ì) Control System Design (Time Domain) |
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®Úy¸ñªk Root Locus Rules |
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®Úy¸ñ¨Ò¤l Root Locus Examples |
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®Úy¸ñ³]p Root Locus Design |
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¸ÉÀv¾¹³]p Compensator Design |
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³æ¤¸ 4¡GÀW°ì¨t²Î³]p Module 4: Frequency Domain System Design |
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ÀW²vÅTÀ³¤ÀªR Frequency Response Analysis |
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·¥®y¼Ð¹Ï Polar Plots |
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´T¨¤ì²z©MNyquist éw·Ç«h Principle of the Argument and the Nyquist Stability Criterion |
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Nyquist ½d¨Ò Nyquist Examples |
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Nyquist½d¨Ò(Äò) More Nyquist Examples |
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´úÅç 2 Quiz 2 |
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¼W¯qÃä©M¬Û¦ìÃä Gain and Phase Margins |
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¼W¯q-¬Û¦ì¥±»PNichols¦±½u¹Ï The Gain-Phase Plane and Nichols Charts |
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¶}°j¸ô»P³¬°j¸ô¦æ¬°©M¤G¶¥¨t²Î½d¨Ò Open and Closed Loop Behavior and the Second Order System Paradigm |
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Bode¹Ï Bode Diagrams |
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¤@¶¥»P¤G¶¥¨t²ÎBode¹Ï First and Second Order System Bode Diagrams |
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¸ÉÀv©MBode³]p Compensation and Bode Design |
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§ó¦hªºBode ³]p More Bode Design |
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½m²ß½Ò Train Lecture |
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