EECS 105 Spring 20025 Lecture 1 R. T. Howe EECS 105 Spring 20025 Lecture 1 EECS 105: Course Overview Course Overview • EE 105 – content shuffled (delay phasors) • • • • • • • • • – Prerequisite: EECS 40 – analog integrated circuits + basic IC device models needed to design them – course incorporates a laboratory • Related courses: – EE 130, 140, 141, 142 • http://inst.eecs.berkeley.edu/~ee105/spring05/ University of California, Berkeley Dept. of EECS R. T. Howe EECS 105 Spring 20025 Lecture 1 R. T. Howe Semiconductor physics and passives (2.5 weeks) MOSFET physics/model; sample & hold (2 weeks) Common-source small-signal amplifier (0.5 week) MOS current sources (1 week) Single-stage MOS amplifiers (2 weeks) Phasors and frequency domain analysis (2.5 weeks) Multistage amplifier: the cascode (1.5 weeks) pn junction diode and bipolar transistor (2 weeks) Bipolar transistor amplifiers (0.5 week) University of California, Berkeley Dept. of EECS EECS 105 Spring 20025 Lecture 1 Transistors are Bricks R. T. Howe EE 105 in the Grand Scheme • Transistors are the essential building blocks EECS 150, 152 MOS Cap Analog “Amp” Digital Gate Variable Capacitor • Focus of course: – – – – CMOS wireless sensor node PN Junction Dust Networks, Inc. UC Berkeley, (K. S. J. Pister, et al, IEEE ISSCC, 2004) Understand basic device physics Build analog circuits Learn basic electronic prototyping and measurement Learn the circuit simulator SPICE Dept. of EECS A. M. Niknejad, Fall 2003 University of California, Berkeley Dept. of EECS A. M. Niknejad, Fall 2003 University of California, Berkeley 1 EECS 105 Spring 20025 Lecture 1 R. T. Howe EECS 105 Spring 20025 Lecture 1 Micro/Nanoelectronics Progress R. T. Howe SPICE Performance Bandwidth x Resolution [Hz-LSB] 1.0E+15 1.0E+14 1.0E+13 Lea 1.0E+12 lope PS dµ /1 .5 (2 x r yea s) * Example netlist Q1 1 2 0 npnmod R1 1 3 1k Vdd 3 0 3v .tran 1u 100u ≅300x μP = microprocessor 1.0E+11 ADC = analogto-digital converter 1.0E+10 Lead ADC: 2x/4.7 years All ADCs: 2x/6.1 years 1.0E+09 1.0E+08 1985 1990 1995 2000 2005 • Moore’s law (IEEE Intl Solid-State Circuits Conf., Feb. 2003) • Why are converters progressing relatively slowly? (stay tuned …) B. E. Boser, Fall 2004 Dept. of EECS University of California, Berkeley EECS 105 Spring 20025 Lecture 1 R. T. Howe Periodic Table of Elements stimulus • • • • • Dept. of EECS netlist SPICE response SPICE = Simulation Program with IC Emphasis Developed at Berkeley (released in 1972 by late Prof. D. O. Pederson) .DC: Find the DC operating point of a circuit .TRAN: Solve the transient response of a circuit (solve a system of generally non-linear ordinary differential equations via adaptive timestep solver) .AC: Find steady-state response of circuit to a sinusoidal excitation A. M. Niknejad, Fall 2003 University of California, Berkeley EECS 105 Spring 20025 Lecture 1 R. T. Howe Electronic Properties of Silicon • Silicon is in Group IV – Electronic structure: 1s22s22p63(sp)4 – Diamond lattice, with 0.235 nm bond length • Very poor conductor at room temperature: why? A. M. Niknejad, Fall 2003 Dept. of EECS University of California, Berkeley Dept. of EECS University of California, Berkeley 2 EECS 105 Spring 20025 Lecture 1 R. T. Howe Bond Model for Silicon EECS 105 Spring 20025 Lecture 1 R. T. Howe Thermal Equilibrium (Pure Si) • Balance between generation and recombination determines no = po • Strong function of temperature: T = 300 K Dept. of EECS University of California, Berkeley EECS 105 Spring 20025 Lecture 1 R. T. Howe Doping with Group V Elements • P, As: extra bonding electron … lost to crystal at room temperature Dept. of EECS University of California, Berkeley Dept. of EECS EECS 105 Spring 20025 Lecture 1 University of California, Berkeley R. T. Howe Doping with Group III Elements • Boron: 3 bonding electrons Æ one bond is unsaturated Dept. of EECS University of California, Berkeley 3 EECS 105 Spring 20025 Lecture 1 R. T. Howe EECS 105 Spring 20025 Lecture 1 Mass Action Law R. T. Howe Compensation • Balance between generation and recombination: • Dope with both donors and acceptors po ⋅ no = ni 2 • N-type case: • P-type case: University of California, Berkeley Dept. of EECS EECS 105 Spring 20025 Lecture 1 Dept. of EECS University of California, Berkeley R. T. Howe Compensation (cont.) • More donors than acceptors: Nd > Na no = • Hole concentration: po = Dept. of EECS University of California, Berkeley 4