UNIVERSITY OF CALIFORNIA, BERKELEY College of Engineering Department of Electrical Engineering and Computer Sciences


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1 UNIVERSITY OF CALIFORNIA, BERKELEY College of Engineering Department of Electrical Engineering and Computer Sciences EE 105: Microelectronic Devices and Circuits Spring 2008 MIDTERM EXAMINATION #1 Time allotted: 80 minutes NAME: SOLUTIONS (print) Last First Signature STUDENT ID#: INSTRUCTIONS: 1. Use the values of physical constants provided below. 2. SHOW YOUR WORK. (Make your methods clear to the grader!) 3. Clearly mark (underline or box) your answers. 4. Specify the units on answers whenever appropriate. PHYSICAL CONSTANTS Description Symbol Value Electronic charge q C Boltzmann s constant k ev/k Thermal voltage at 300K V T = kt/q V Note that V T ln(10) = V at T=300K Electron and Hole Mobilities in Silicon at 300K PROPERTIES OF SILICON AT 300K Description Symbol Value Band gap energy E G 1.12 ev Intrinsic carrier concentration n i cm 3 Dielectric permittivity ε Si F/cm SCORE: 1 / 25 2 / 25 3 / 30 Total: / 80 Page 1
2 Problem 1 [25 points]: Semiconductor Basics a) A Si resistor is doped with cm 3 of phosphorus and 2x10 17 cm 3 of boron impurities. i) What are the electron and hole concentrations, n and p, in this sample at room temperature? [4 pts] 10 cm 210 cm 10 cm 10 cm ii) Estimate the resistivity of this sample. [5 p ts] 1 1 We can find in the mobility chart using 310 cm. Doing so, we find 250 cm /Vs 0.25 Ωcm iii) Qualitatively (no calculations required), how would the resistivity change when the temperature goes up to 100ºC? Explain briefly. [4 pts] Increasing the temperature will result in more mobile carriers (i.e., more electrons and holes will have the thermal energy necessary to be conduction electrons/holes), meaning the resistivity will decrease. Page 2
3 b) Consider the two Si pn junction diode below: N a =10 16 cm 3 N d =10 18 cm 3 N a =10 16 cm 3 N d =10 16 cm 3 PN Junction A PN Junction B i) Find the ratio of the builtin voltages for these two pn junctions. [4 pts] ln,, / ln,, / log,, log,, log log ii) What is the ratio of the current densities under a forward bias voltage of 1V for these two diodes? [4 pt s] Assume (given during exam).,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,, We have to look up four mobility valu es on the given mobility chart. Doing so, we find, 1200 cm /Vs, 150 cm /Vs, 1200 cm /Vs, 450 cm / Vs iii) Find the ratio of the areal junction capacitances of these two pn junctions when they are not biased (i.e., 0V). [4 pts],, Si 2 Si 2,, 1,,,,, 1,,,,,,,,,,,,, Page 3
4 Problem 2 [25 points]: Bipolar Junction Transistor (BJT) a) The following two NPN BJTs have the same doping concentrations. The only difference is their base widths: BJTA has a base width of 100 nm, while BJTB has a base width of 200 nm. Find the ratio of their current gains. (If you give correct qualitative answer, i.e., which BJT has higher current gain and why, you will get half credit). [6 pts] E B C E B C 100 nm 200 nm 18 3 Emitter: Ntype, Nd 17 3 Base: Ptype, Na Collector: Ntype, N d 16 3 BJTA BJTB,,,,,,,,,,,,,, 2 All of the other terms cancel because the doping (and therefore the mobility and diffusion constants) are the same between the two transistors. b) Consider the following two BJTs. They have identical dimensions and doping profiles, except BJTA is NPN transistor and BJTB is PNP transistor. Find the ratio of their current gains. (If you give correct qualitative answer, i.e., which BJT has higher current gain and why, you will get half credit). [6 pts] 18 3 Emitter: Ntype, Nd 17 3 Base: Ptype, Na Collector: Ntype, N d 16 3 E B C E B C N P N P N P 18 3 Emitter: Ptype, Na 17 3 Base: Ntype, Nd Collector: Ptype, N a 16 3 BJTA BJTB Here, w e mu st again u se the assumpt ion that.,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,, We have to look up all of these mobility values. Doing so, we find, 300 cm /Vs, 750 cm /Vs, 150 cm /Vs, 350 cm /Vs Page 4
5 c) Answer this question qualitatively. For the two BJTs in Part a), which BJT will have larger Early voltage? Why? [4 pts] Device B will have a larger Early voltage (i.e., it will suffer less from the Early effect than device A). This is because the base width in B is larger than it is in A. This means that any change in the base width due to a change in the reverse bias on the basecollector junction will result in a smaller relative change in the base width in B than in A. d) Solve the bias point of the following PNP transistor (I C, V EB, V EC ). Assume 17 I = 10 A, β =100, and V = [5 pts] S V = 3V CC A R = 1 KΩ E Assume 10 A (correction made during exam). 1 1 ln 2.12 ma Page 5
6 e) Draw the smallsignal model of the circuit in Part d). Specify all the small signal parameters used (e.g., gm, r π, etc). [4 pts] 81.5 ms kω Page 6
7 Problem 3 [30 points]: BJT Amplifiers a) Consider the BJT amplifier shown below with I BIAS = 1 ma. 17 Assume I = 10 A, β =100, and V = 10V. S V CC = 3V A I BIAS v in R S = 1 KΩ C C v out R = 10 KΩ L R = 1 KΩ E i) Find the v alue of VBE. [4 pts] Assume 2 V (given during exam) and 10 A (correction made during exam). 2 V 1 ma fixed by the current source V 0.99 V ln 1 ii) Is the BJT in the active mode? Why? [4 pts] mv Yes. The baseemitter junction is forward biased and the basecollector junction is reverse biased (i.e., ). iii) Find the small signal parameters of the BJT under this bias condition. [4 pts] ms kω 10 kω Page 7
8 iv) What is the expression for the voltage gain? What is its numerical value? [6 pts] For this part, assume (given during exam) You could also write the gain as the gain from the input to the base times the gain from the base to the collector, which would look like: v) What is the expression for the input impedance (seen by v in )? What is its numerical value? [6 pts] For this part, assume (given during exam) kω Page 8
9 vi) What is the expression for the output impedance (seen by value? [6 pts] v out )? What is its numerical For this circuit, we must perform smallsignal analysis to determine the output resistance. The derivation is similar to the derivation of the output impedance of a common emitter amplifier with emitter degeneration. Here s the smallsignal model with a test source at the output (excluding, which obviously goes in parallel with the result from this analysis): kω Page 9
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