Difference between revisions of "Spring 2020 Assignment 9"
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==Signals and systems== | ==Signals and systems== | ||
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Fill out the table below. Match each system function with its Bode magnitude and phase plot, step response, and pole zero diagram. (Write one letter A-E in each box below.) In the row labeled “Description,” write a descriptive name of each system, such as “low-pass filter” or “overdamped second-order system.” | Fill out the table below. Match each system function with its Bode magnitude and phase plot, step response, and pole zero diagram. (Write one letter A-E in each box below.) In the row labeled “Description,” write a descriptive name of each system, such as “low-pass filter” or “overdamped second-order system.” | ||
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+ | # Find the transfer function of the circuit below for L = 1 H and R = 1 Ω and C=1 F. | ||
+ | # The circuit is placed in the same feedback system shown in figure 4.2. Plot the poles for gains of 1/4, 3/4, 5/4, 10/4, and 17/4. You may generate your plot by hand or use MATLAB. | ||
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+ | <center>[[File:LRC circuit for SP20 assignment 9.png|250 px]]</center> | ||
==The Frequency Dependence of Osmo-Adaptation in Saccharomyces cerevisiae== | ==The Frequency Dependence of Osmo-Adaptation in Saccharomyces cerevisiae== |
Revision as of 02:50, 27 April 2020
Signals and systems
System function | $ \frac{1}{s+1} $ | $ \frac{s}{s+1} $ | $ \frac{s}{s^2+2s+1} $ | $ \frac{s}{s^2+0.1s+1} $ | $ \frac{1}{s^2+10s+1} $ |
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Magnitude plot | |||||
Phase plot | |||||
Step response | |||||
Pole/zero plot | |||||
Description |
Magnitude Plots
Phase Plots
Step Response Plots
Pole Zero Plots
Feedback systems
The Frequency Dependence of Osmo-Adaptation in Saccharomyces cerevisiae
Read The Frequency Dependence of Osmo-Adaptation in Saccharomyces cerevisiae and the supporting information.. This paper will be the focus of exam 2. We will discuss the paper and the supporting information on Thursday and Friday. Answer the following questions about The Frequency Dependence of Osmo-Adaptation in S. cerevisiae:
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