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Lecture12
Course: ECE 18100, Fall 2007School: Carnegie Mellon
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Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
CHAPTER Transistor Circuits7149CHAPTER 7: PROBLEMS7.1Consider the circuit shown below. For the transistors, assume that VBEON = 0.7V, VCESAT = 0.2V and = 100.100VCC = 10V100k Q1 + Vi Q2Vo= 3v(a) Find the current flowing through th
Carnegie Mellon - ECE - 18100
CHAPTER Amplifiers and Operational Amplifiers8189PROBLEMS8.1Assume every op-amp is ideal. For the circuit shown below, determine Vo1 and Vo2 in terms of V1 and V2. 5 k 1 k 1 k Vo1 + V1 Vo2 5 k6 k+ -V28.2For the circuit shown below,
Carnegie Mellon - ECE - 18100
CHAPTER Binary Logic Circuits9205PROBLEMS9.1Consider the circuit shown below. For the transistor, assume that = 100, VBEON = 0.7V and VCESAT = 0.2V. Let logic 1 be 5.0V and logic 0 be 0.2V. Fill in a truth table for Vo vs. V1 and V2 using
Carnegie Mellon - ECE - 18100
CHAPTER Combinational Logic I: Boolean Algebra:10223CHAPTER 10: PROBLEMSS10.1Prove the equivalence of the following Boolean Identity (i.e. show that the left side equals the right under the Laws of Boolean Algebra). Perform only one mani
Carnegie Mellon - ECE - 18100
CHAPTER Combinational Logic II: Karnaugh Maps11243CHAPTER 11: PROBLEMS11.1For the K-map below, circle terms to implement the minimized SOP (sum of products) form for the function F represented by the map. "X" means "don't care". F AB AB AB A
Carnegie Mellon - ECE - 18100
APPENDIX CapacitorsA329PROBLEMSA.1Consider the circuit below. .1 F V1 V2 1 k V3(a) Calculate the time constant for the circuit. (b) Sketch V1 and V2 on the given axes. Assume that V1 = V2 = 0v at time t = 0. V1 5V0V 1 2 3 4 5 t (msec)3
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
CHAPTER Diodes and Piecewise Linear Models591PROBLEMS5.1In each of the two circuits shown below, evaluate the diode current, I. A: 1k+ -I -10V 15V+ -B:1k3k+ -I 10V 5V+ -5.2Consider the circuit shown below. Assume that
Carnegie Mellon - ECE - 18100
CHAPTER Modeling Bipolar Transistors6119CHAPTER 6: PROBLEMS6.1The following questions ask you to determine the correct PWL region for a transistor at each of the following operating points. You may assume that the transistor is an NPN BJT wi
Carnegie Mellon - ECE - 18100
CHAPTER463CHAPTER 4: PROBLEMS4.1Determine the value of resistance of the network shown below that would be measured between:. A 25 50 B 50 20 24 C30 (a) terminals A and B (terminal C is open) (b) terminals B and C (terminal A is open) (c)
Carnegie Mellon - ECE - 18100
Carnegie Mellon - ECE - 18100
CHAPTER Basic Circuit Elements213CHAPTER 2: PROBLEMS2.1Sketch the current vs. voltage relationship for an ideal current source, an ideal voltage source, and an ideal resistor. In the circuit shown below determine the power dissipated by the
Carnegie Mellon - ECE - 18100
CHAPTER PROBLEMS1.11Please draw out the complete schematic diagram using only primitive circuit elements (no blocks) that is represented by the hierarchical decomposition shown in Fig. P1.1. In this problem we will start with a complete device-l
Carnegie Mellon - ECE - 18100
CHAPTER Circuit Analysis337CHAPTER 3: PROBLEMS3.1Consider the circuit shown below.10V + -12Va 4 7 314A+ 8V + 4 15V 3 2 10(a) Find the voltage, Va. (b) Find the current, I2. (c) Find the current, I1. (d) Find the power dissipa
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Chapter 16: Pure Monopoly There are three types of firms pure monopoly, monopolistic competition, and oligopoly which are usually lumped into a setting that can best be described as imperfect competition. Imperfectly competitive firm is one that can
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Chapter 12: Demand and Supply Price Determination - the first step to determining the equilibrium price of an object is to superimpose the demand and supply curves on the same daigram. The price and quantity at which they intersect is the equilibrium
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Rohit Banerjee September 6, 2007 Section I Quiz 1 1. True because there are a total of 400 labor units as stated in the text. Taking into account the fact that it takes four units of labor to produce one unit of food, if the total labor source is mov
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Chapter 8 Summary: The cornerstone of production theory is profit maximization. For a business to maximize profits, it must first minimize the cost of producing ech unit of output. Production: any activity that creates present and/or future utility.
Carnegie Mellon - PHYS - 33107
Chapter 24: Capacitance and DielectricsIn this chapter.the storage of electrical energy capacitors dielectrics response of matter to electric fieldsCapacitors and Capacitance (24-1)capacitor: a set of conductors (usually two) arranged to store c
Carnegie Mellon - PHYS - 33107
Chapter 23: Electric PotentialIn this chapter.Discuss potential energy associated with electric interactions Introduce the concept of electric potential (voltage) Equipotential surfacesElectric Potential Energy (23-1)A force Fon an object i
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Chapter 22: Gauss's LawIntroductionGauss's law is an alternative to Coulomb's law (more general, in fact!) In situations of high symmetry, can greatly simplify the determination of IfEEis known, Gauss's law gives information about source char
Carnegie Mellon - PHYS - 33107
Chapter 21: Electric Charge and Electric FieldIntroductionFour fundamental forces of nature Long range Short range (can they be unified?) gravity and electromagnetism strong (color) and weak (flavor) nuclear forceElectromagnetism common in our
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Professor Kim's OH Monday, December 3, 2007 Enzyme, protein assay = fundamental Crude Extract Preparation Purpose: lysis and enzyme collection into buffer (crude homogenate) Important technical points: using a blender, time (bursts-in order to reduc
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Practice Midterm 211. Suppose that the probability mass function of a discrete random variable X is given by the following table x -3 -1 1.5 2 P (X = x) 0.2 0.3 0.4 0.1Find and graph the corresponding distribution function F (x). Solution: x <
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