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Equation - Introduction to Microelectronic Circuits - Solved Exam, Exams of Microelectronic Circuits

Main points of this past exam are: Equation, Perform Nodal Analysis, Voltage, Equation, Nodal Analysis, Supernode Needed, Circuit

Typology: Exams

2012/2013

Uploaded on 03/22/2013

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Download Equation - Introduction to Microelectronic Circuits - Solved Exam and more Exams Microelectronic Circuits in PDF only on Docsity! ECS 40, Fall 2008 Prof. Chang-Hasnain Test #2 Version A 10:10 am — 11:00 am, Monday October 27, 2008 Total Time Allotted: 50 minutes Total Points: 100 4. This is a closed book exam. However, you are allowed to bring one page (8.5” x 11”), double-sided notes. 2. No electronic devices, i.e. calculators, cell phones, computers, etc. 3. SHOW all the steps on the exam. Answers without steps will be given only a small percentage of credits. Partial credits will be given if you have proper steps but no final answers. 4, Remember to put down units. Points will be taken off for missed unit. Last (Family) Name:, First Name: Student ID: Discussion Session: Signature: Score: Problem 1 (40 pts) Problem 2 (24 pts) Problem 3 (16 pts) Problem 4 (20 pts) Total Page 1 of 9 Problem 1: Transient Response of RLC circuits (40 pts) Consider the circuit shown below a) Derive the differential equation for ii(t) (20 pts) KVL: K= Rit Y= ~ Ri +L A (1) kcLoA: I~ 21. = C9 Q) DA ered de, 13 x A te dk ss diy (2) AL ~ Roe th Ae Pleo BY3C2) f hy po dite fe Tsi,= CAS? ae Rear rang iG : / a ds. ¢hdiv +pels,= ae. dii = dt Page 2 of 9 (b) What type of filter does this circuit implement? (3 pts) OLow-pass O High-pass AX Band-pass O Band-reject (Notch) (c) Depending on your answer in part b), answer one of the following 3 questions ((i) — (iii)) (9 pts) (i) If your answer in part b) is either high- or low-pass filter: Write down the break frequency wa, the slope of |H(w)*| in dB/decade for very small and very high frequencies respectively as well as the order of the filter. Page 5 of 9 (ii) If your answer in part b) is band-pass filter: Write down the resonance frequency wo, the quality factor Q of the filter as well as the slope of |H(w)?| in dB/decade for very small and very high frequencies. fb slope (w<<) = 2° Ke slope (w>>) = 20 4 (iii) If your answer in part b) is band-reject (notch) filter: Write down the resonance frequency Wo, the quality factor Q of the filter as well as the values of |H(w)?| in dB for very small and very high frequencies. Oo= Q= |H(o<<)| = |H(@>>)| = Page 6 of 9 Problem 3: 1° Order Bode Plots (16 pts) Consider the circuit shown below Using complex impedances, derive the transfer function H(W)=Vout/Vin as a function of R and L(6 pts (6 pts) / / sre. w= — So Sa a See eee [ver a) b) What is «x or @p (depending on the transfer function you came up with in a)) of the system? (Give your answer again as a function of R and L) (2 pts) w, BK ra R an ee w= 7 @p OF Wo = Oe Page 7 of 9
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