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Last Updated: October 27, 2026
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Dr. Jayaudhaya demonstrates a step-by-step approach to transforming a third-order differential equation into a state-space representation. The process details how to define state variables, derive individual state equations, and organize them into the standard matrix form of AX+BU and Y=CX+DU. youtube.com/channel/UC_oX0zV4rADowxyarXBtarA?view_as=subscriber. In this video we show how to represent The video explains how to Construct the the other videos in the series: youtube.com/playlist?list=PLn8PRpmsu08podBgFw66-IavqU2SqPg_w Part 2 ... This video describes how to write a high-order linear Minus six okay so into x 1 x 2 plus so x 1 dot in the
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