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110年 - 110台灣聯合大學系統_碩士班招生考試_電機類:控制系統#104974
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題組內容
2. Consider the feedback control systemn in Figure 2, where
(a) Find the conditions on k and a such that the closed-loop system is stable.
相關申論題
(a) Choose x1 as the output of the system. Write down the state space representation using as the state vector, where denotes the time derivative of for i = 1,2.
#445227
(b) Find the transfer function from f to x1.
#445228
(c) Suppose that Find the resonant frequencies of the systen in terms of r.
#445229
(d) Let f(t) =sin(ω0t) and ·. Find ω0, x2(0), and such that x1(t) = 0 for all t≥0.
#445230
(b) Find k and a to satisfy the following requirements simultaneously:i. The closed-loop transfer function from r to y is a stable, order rational function.ji. The steady-state error with respect to the unit-ramp input r(t) = t, t ≥0, is less than 0.2.iii. The percent maximum overshoot with respect to the unit-step input r(t) = 1, t≥0, isless than 10%.
#445232
(c) Let Draw the root locus when k increases from 0 to ㆀo.If k = 1, what is the gain margin of the system?
#445233
(a) (6%) Plot the root locus for K＞0 and K＜0, respectively.
#445234
(b) Sketch the Nyquist plot for K＞0.
#445235
(c) Analyze the stability from Nyquist plot for all K.
#445236
(d) To stabilize the system, a control engineer chooses ) where p＞0. Show that the root locus contains a circle for K＞0.
#445237
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110年 - 110台灣聯合大學系統_碩士班招生考試_電機類:控制系統#104974
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110年 - 110 國立臺灣大學_碩士班招生考試_工程科學及海洋工程學研究所丙組:控制系統(B)#100939
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110年 - 110 國立臺灣大學_碩士班招生考試_機械工程研究所系統控制組:控制系統(A)#100776
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