'Critically damped' presentation slideshows

Apply KCL to the top node ,we have

Apply KCL to the top node ,we have. We normalize the highest derivative by dividing by C , we get. Since the highest derivative in the equation is 2 , then this equation is. We can not solve this equation by separating variables and integrating as we did in

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Source-Free RLC Circuit

Source-Free RLC Circuit. Series RLC Network. Objective of Lecture. Derive the equations that relate the voltages across a resistor, an inductor, and a capacitor in series as: the unit step function associated with voltage or current source changes from 1 to 0 or

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12.4 Simple Pendulum

12.4 Simple Pendulum. A simple pendulum also exhibits periodic motion A simple pendulum consists of an object of mass m suspended by a light string or rod of length L The upper end of the string is fixed

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Lecture 5: Basic Dynamical Systems

Lecture 5: Basic Dynamical Systems. CS 344R: Robotics Benjamin Kuipers. Dynamical Systems. A dynamical system changes continuously (almost always) according to A controller is defined to change the coupled robot and environment into a desired dynamical system. In One Dimension.

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Step Response

Step Response. Series RLC Network. Objective of Lecture. Derive the equations that relate the voltages across a resistor, an inductor, and a capacitor in series as: the unit step function associated with voltage or current source changes from 0 to 1 or

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SECTION 1 REVIEW OF FUNDAMENTALS

SECTION 1 REVIEW OF FUNDAMENTALS. SINGLE DOF SYSTEM. This section will introduce the basics of Dynamic Analysis by considering a Single Degree of Freedom (SDOF) problem Initially a free vibration model is used to describe the natural frequency

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Step Response

Step Response. Series RLC Network. Objective of Lecture. Derive the equations that relate the voltages across a resistor, an inductor, and a capacitor in series as: the unit step function associated with voltage or current source changes from 0 to 1 or

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Oscillations and Resonances

Oscillations and Resonances. PHYS 5306 Instructor : Charles Myles Lee, EunMo. Outline of the talk. The Harmonic Oscillator Nonlinear Oscillations Nonlinear Resonance Parametric Resonance . The Harmonic Oscillator . (1). Basic equations of motion and solutions. Solution.

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Pressure Control System: Root Locus Plotting

Pressure Control System: Root Locus Plotting. Team Green: X Y Z. Outline. Pressure System Background Previous Work: Transfer Function Root Locus Theory Modeling Results Conclusions. Background: Schematic Diagram. Background: Block Diagram. Manipulated Variable.

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Lecture 13: Switching, RLC Circuits Nilsson 7.5, 7.6, 8.1, 8.2

Lecture 13: Switching, RLC Circuits Nilsson 7.5, 7.6, 8.1, 8.2. ENG17 (Sec. 1): Circuits I Summer 1 2014. July 14, 2014. Overview. Sequential Switching Unbounded Response Natural Response of Parallel RLC Circuit Forms of Response. Sequential Switching.

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Analog Data Processing with BioProc3

Analog Data Processing with BioProc3. Part One Data Analysis and Smoothing. Introduction. Download bpwin2.zip or bpwin2.exe from CSB website, http://www.csb-scb.com go to Software and then to BioProc2 BioProc2 is the free version BioProc3 may be obtained from the author

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CBE / MET 433

CBE / MET 433. 13 Feb 12. System Responses:. 1 st Order:. 2 nd Order:. System Responses:. System Responses:. System Responses: Over/Critically Damped. System Responses: Example. System Responses: Underdamped. System Responses: Underdamped. T = 3.142 Decay Ratio = 0.043

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Objectives: Stability and the s -Plane Stability of an RC Circuit 1 st and 2 nd Order Systems

LECTURE 28: 1 st and 2 nd Order Systems. Objectives: Stability and the s -Plane Stability of an RC Circuit 1 st and 2 nd Order Systems

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Source-Free RLC Circuit

Source-Free RLC Circuit. Parallel RLC Network. Objective of Lecture. Derive the equations that relate the voltages across a resistor, an inductor, and a capacitor in parallel as: the unit step function associated with voltage or current source changes from 1 to 0 or

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Step Response

Step Response. Series RLC Network. Objective of Lecture. Derive the equations that relate the voltages across a resistor, an inductor, and a capacitor in series as: the unit step function associated with voltage or current source changes from 0 to 1 or

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Damped SHM

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Damped SHM

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Briefing on Process Control and Dynamics Laboratory

Briefing on Process Control and Dynamics Laboratory. 20 January 2010. Measure Compare Adjust. Introduction. MV. CV. Controller. FCE. Process. error. SV. +. PV. Measurement/Sensor.

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LECTURE 32: SECOND-ORDER SYSTEMS

LECTURE 32: SECOND-ORDER SYSTEMS. Objectives: Second-Order Transfer Function Real Poles Complex Poles Effect of Damping Circuit Example Resources: MIT 6.003: Lecture 18 GW: Underdamped 2 nd -Order Systems CRB: System Response RVJ: RLC Circuits. Audio:. URL:. Second-Order Transfer Function.

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