Description |
1 online resource (streaming video file, approximately 06 min. 06 sec.): digital, .flv file, sound |
Series |
McGraw-Hill's AccessEngineering |
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McGraw-Hill's AccessEngineering.
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Summary |
This video explains key parameters of first order systems, specifically, the time constant and steady-state value of the system's response to a step. It uses the example of a rotating wheel to show this response, and shows how to read a graph to obtain these values as well as how they relate to the response |
Notes |
Title from title frames |
Event |
Originally produced by Diane L. Peters in 2019 |
Notes |
Mode of access: World Wide Web. System requirements: Adobe Flash Player |
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In English |
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Description based on online resource; title from title screen (Internet Archive, viewed Oct. 11, 2019) |
In |
First Order Systems: Understanding Key Parameters, New York, N.Y. : McGraw-Hill Education,2019 |
Subject |
Differential equations.
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Electricity.
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First order systems
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Steady state response
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Time constant
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Torque.
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Genre/Form |
Internet videos
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Form |
Streaming video
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Author |
McGraw-Hill Education LLC. publisher
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