1 Heterojunction Bipolar Transistors Heterojunction Bipolar Transistorsfor High-Frequency Operation D.L. Pulfrey Department of Electrical and Computer.

Slides:



Advertisements
Similar presentations
BIJUNCTION TRANSISTOR
Advertisements

TRANSISTOR. TRANSISTOR Background and Introduction A semiconductor device that Amplifies, Oscillates, or Switches the flow of current between two terminals.
Gain medium Incoherent Light Coherent Light ECE 663 Transistor/switch/amplifier – a 3 terminal device Source Drain Gate Valve Artery Vein Emitter Collector.
Chapter 5 Bipolar Junction Transistors
Chapter 4 Bipolar Junction Transistor
Spring 2007EE130 Lecture 26, Slide 1 Lecture #26 OUTLINE Modern BJT Structures –Poly-Si emitter –Heterojunction bipolar transistor (HBT) Charge control.
Metal Semiconductor Field Effect Transistors
Spring 2007EE130 Lecture 23, Slide 1 Lecture #23 QUIZ #3 Results (undergraduate scores only, N = 39) Mean = 22.1; Median = 22; Std. Dev. = High =
Department of EECS University of California, Berkeley EECS 105 Fall 2003, Lecture 9 Lecture 9: PN Junctions Prof. Niknejad.
Department of EECS University of California, Berkeley EECS 105 Fall 2003, Lecture 15 Lecture 15: Small Signal Modeling Prof. Niknejad.
EE105 Fall 2011Lecture 6, Slide 1Prof. Salahuddin, UC Berkeley Lecture 6 OUTLINE PN Junction Diodes – Reverse Breakdown – Large and Small signal models.
Slide 8-1 Chapter 8 Bipolar Junction Transistors Since 1970, the high density and low-power advantage of the MOS technology steadily eroded the BJT’s early.
Spring 2007EE130 Lecture 27, Slide 1 Lecture #27 OUTLINE BJT small signal model BJT cutoff frequency BJT transient (switching) response Reading: Finish.
Department of Information Engineering286 Transistor 3-layers device –npn (more common) –pnp (less common) N P N e b c P N P e b c.
Department of EECS University of California, Berkeley EECS 105 Fall 2003, Lecture 19 Lecture 19: Frequency Response Prof. Niknejad.
Lecture #25 OUTLINE BJT: Deviations from the Ideal
10/4/2004EE 42 fall 2004 lecture 151 Lecture #15 Basic amplifiers, Intro to Bipolar transistors Reading: transistors (chapter 6 and 14)
Department of EECS University of California, Berkeley EECS 105 Fall 2003, Lecture 14 Lecture 14: Bipolar Junction Transistors Prof. Niknejad.
COMSATS Institute of Information Technology Virtual campus Islamabad
Dr. Nasim Zafar Electronics 1 EEE 231 – BS Electrical Engineering Fall Semester – 2012 COMSATS Institute of Information Technology Virtual campus Islamabad.
ECE 342 – Jose Schutt-Aine 1 ECE 342 Solid-State Devices & Circuits 6. Bipolar Transistors Jose E. Schutt-Aine Electrical & Computer Engineering University.
1 LW 6 Week 6 February 26, 2015 UCONN ECE 4211 F. Jain Review of BJT parameters and Circuit Model HBT BJT Design February 26, 2015 LW5-2 PowerPoint two.
Introduction to Transistors
1 Bipolar Junction Transistor Models Professor K.N.Bhat Center for Excellence in Nanoelectronics ECE Department Indian Institute of Science Bangalore-560.
ENE 311 Lecture 10.
Mextram 504 BJT model F. Yuan Advisor : Prof. C. W. Liu Graduate Institute of Electronics Engineering and Department of Electrical Engineering, National.
Chapter 6: Bipolar Junction Transistors
Recap in Unit 2 EE2301: Block B Unit 2.
Microelectronic Circuit Design McGraw-Hill Chapter 5 Bipolar Junction Transistors Microelectronic Circuit Design Richard C. Jaeger Travis N. Blalock Chap.
Recall Lecture 8 Clipper – Step 1: Find the clip value by doing KVL at the output branch – Step 2: Set the conditions to know whether diode is on or off.
EXAMPLE 10.1 OBJECTIVE Solution
EE130/230A Discussion 15 Peng Zheng 1. Early Voltage, V A Output resistance: A large V A (i.e. a large r o ) is desirable IB3IB3 ICIC V EC 0 IB2IB2 IB1IB1.
Advance Electronics Prof. Rajput Sandeep Assist. Prof., EC Dept. HCET,Siddhpur.
Department of Electrical Engineering, National Taiwan University SiGe Technology 陳博文 R
Lecture 26 OUTLINE The BJT (cont’d) Breakdown mechanisms Non-ideal effects Gummel plot & Gummel numbers Modern BJT structures Base transit time Reading:
EE 334 Midterm Review. Diode: Why we need to understand diode? The base emitter junction of the BJT behaves as a forward bias diode in amplifying applications.
ENE 311 Lecture 9.
Revision Chapter 5.
University of California Santa Barbara Yingda Dong Molecular Beam Epitaxy of Low Resistance Polycrystalline P-Type GaSb Y. Dong, D. Scott, Y. Wei, A.C.
University of California Santa Barbara Yingda Dong Characterization of Contact Resistivity on InAs/GaSb Interface Y. Dong, D. Scott, A.C. Gossard and M.J.
Chapter 4 BJT Fundamentals Dr.Debashis De Associate Professor West Bengal University of Technology.
ECE 663 Plans What does MCDE give us for the gain? How can we use the equation to improve the gain? Can we develop a compact circuit model for a BJT?
EE130/230A Discussion 14 Peng Zheng.
Device Research Conference, 2005 Zach Griffith and Mark Rodwell Department of Electrical and Computer Engineering University of California, Santa Barbara,
High speed (207 GHz f  ), Low Thermal Resistance, High Current Density Metamorphic InP/InGaAs/InP DHBTs grown on a GaAs Substrate Y.M. Kim, M. Dahlstrǒm,
Introduction to semiconductor technology. Outline –7 Field effect transistors MOS transistor ”current equation" MOS transistor channel mobility Substrate.
University of California, Santa Barbara
Electronics The Twelfth and Thirteenth Lectures Eleventh week / 1/ 1437 هـ أ / سمر السلمي.
3.TRANSISTOR CIRCUIT CONFIGURATION
CHAPTER 5: BIPOLAR TRANSISTORS & RELATED DEVICES
Semiconductor Device Physics
Lecture 27 OUTLINE The BJT (cont’d) Small-signal model Cutoff frequency Transient (switching) response Reading: Pierret 12; Hu
Chapter 4 Static Characteristics 4.1 Intuitive Picture 4.2 Collector Current Density and Current Gain 4.3 Output Conductance 4.4 Equivalent Circuit Model.
LARGE-SIGNAL BEHAVIOR OF BJTS Large-signal models in the forward-active region Effects of collector voltage in the forward-active region Ohmic and inverse.
1 Concepts of electrons and holes in semiconductors.
BJT Bipolar Junction Transistors (BJT) Presented by D.Satishkumar Asst. Professor, Electrical & Electronics Engineering
1 HBTs: high-frequency attributes LECTURE 16 Figures of merit f T : definition and derivation Design for high f T f max : definition and derivation Design.
Ultra Wideband DHBTs using a Graded Carbon-Doped InGaAs Base Mattias Dahlström, Miguel Urteaga,Sundararajan Krishnan, Navin Parthasarathy, Mark Rodwell.
Introduction to GaAs HBT and current technologies
Bipolar Junction Transistors and Heterojunction Bipolar Transistors
Lecture 4 Bipolar Junction Transistors (BJTs)
Lecture 27 OUTLINE The BJT (cont’d) Breakdown mechanisms
7.1 Fundamentals of BJT Operation (Qualitative Analysis)
7.8 Frequency Limitations of Transistors
Chapter 8 Bipolar Junction Transistors
Lecture 26 OUTLINE The BJT (cont’d) Breakdown mechanisms
Lecture 27 OUTLINE The BJT (cont’d) Breakdown mechanisms
Heterojunction Bipolar Transistor
(definition) HBT Heterojunction Bipolar Transistor.
Presentation transcript:

1 Heterojunction Bipolar Transistors Heterojunction Bipolar Transistorsfor High-Frequency Operation D.L. Pulfrey Department of Electrical and Computer Engineering University of British Columbia Vancouver, B.C. V6T1Z4, Canada Day 3A, May 29, 2008, Pisa

2Outline What are the important features of HBTs? What are the useful attributes of HBTs? What are the determining factors for I C and I B ? Why are HBTs suited to high-frequency operation? How are the capacitances reduced?

3 Schematic of InGaP/GaAs HBT Epitaxial structure Dissimilar emitter and base materials Highly doped base Dual B and C contacts Identify W B and R B

4 HETEROJUNCTION BIPOLAR TRANSISTORS The major development in bipolar transistors (since 1990) HBTs break the link between N B and  Do this by making different barrier heights for electrons and holes N B can reach 1E20cm -3 e-e- h+h+ Key feature is the wide-bandgap emitter - this improves f T and f max - this allows reduction of both W B and R B SHBT An example of Bandgap Engineering

5 Selecting an emitter for a GaAs base AlGaAs / GaAs InGaP / GaAs

6 InGaP/GaAs and AlGaAs/GaAs Draw band diagrams for different  emitter

7 Preparing to compute I C Preparing to compute I C Why do we show asymmetrical hemi-Maxwellians?

8 Current in a hemi-Maxwellian Full Maxwellian distribution Counter-propagating hemi-M's for n 0 =1E19/cm 3 / 1E20 What is the current?

9 Density of states Recall: In 1-D, a state occupies how much k-space? What is the volume in 3-D? If k x and k y (and k z in 3-D) are large enough, k-space is approximately spherical Divide by V (volume) to get states/m 3 Use parabolic E-k (involves m*) to get dE/dk Divide by dE to get states/m 3 /eV

10Velocities Turn n(E) from previous slide into n(v) dv using  v R = 1E7 cm/s for GaAs Currents associated with hemi-M's and M's = 1E7 A/cm 2 for n 0 =6E18 /cm 3 * What is J e,total ?

11 Collector current: boundary conditions Collector current: boundary conditions

12 Reduce our equation-set for the electron current in the base What about the recombination term?

13 Diffusion and Recombination in the base Diffusion and Recombination in the base In modern HBTs W B /L e << 1  and is constant Here, we need:

14 Collector current: controlling velocities Collector current: controlling velocities Diffusion (and no recombination) in the base: Note: - the reciprocal velocities - inclusion of v R necessary in modern HBTs * * Gives limit to validity of SLJ

15 Comparing results Comparing results What are the reasons for the difference?

16 Base current: components Base current: components Which I B components do we need to consider? (iv)

17 Base current components and Gummel plot Base current components and Gummel plot What is the DC gain? I C (A/cm 2 ) V BE (V) I B (injection) I B (recombination) ICIC

18 Preparing for the high-frequency analysis Make all these functions of time and solve! Or, use the quasi-static approximation

19 The Quasi-Static Approximation q(x, y, z, t' ) = f( V Terminals, t') q(x, y, z, t' )  f( V Terminals, t < t')

20 Small-signal circuit components g m = transconductance g o = output conductance g  = input conductance g 12 = reverse feedback conductance

21 Recall g 12 =dI b /dV ce next

22 Small-signal hybrid-  equivalent circuit What are the parasitics?

23 HBT Parasitics HBT Parasitics C EB and R B2 need explanation

24 y Base-spreading resistance

25 Capacitance Capacitance V Generally: Specifically: 1 2

26 E BC QNE QNC QNB  V BE +  Q E,j is the change in charge entering the device through the emitter and creating the new width of the depletion layer (narrowing it in this example), in response to a change in V BE (with E & C at AC ground). It can be regarded as a parallel-plate cap. W B2 W B1 What is the voltage dependence of this cap? Emitter-base junction-storage capacitance Emitter-base junction-storage capacitance

27 E BC QNE QNC QNB  V BE +  Q E,b is the change in charge entering the device through the emitter and resting in the base (the black electrons), in response to a change in V BE (with E & C at AC ground). It’s not a parallel-plate cap, and we only count one carrier. Emitter-base base-storage capacitance: concept Emitter-base base-storage capacitance: concept

28 B QNB n(x) x n(W B ) WBWB For the case of no recombination in the base: What is the voltage dependence of C EB,b ? Emitter-base base-storage capacitance: evaluation Emitter-base base-storage capacitance: evaluation

29 Base-emitter transit capacitance: evaluation Base-emitter transit capacitance: evaluation Q = 3q q e = -2q What are q 0 and q d ? Where do they come from ?

30 f T from hybrid-pi equivalent circuit g 0 and g  set to 0 f T is measured under AC short-circuit conditions. We seek a solution for |ic/ib| 2 that has a single-pole roll-off with frequency. Why? Because we wish to extrapolate at -20 dB/decade to unity gain.

31 Extrapolated f T Extrapolated f T Assumption: Conditions: Current gain: Extrapolated f T :

32 Improving f T Improving f T III-V for high g m Implant isolation to reduce C  Highly doped sub-collector and supra-emitter to reduce R ec Dual contacts to reduce R c Lateral shrinking to reduce C's

33 Designing for high f T values Why do collector delays dominate ?

34 How does Si get-in on the act?

35 Developing an expression for f max Assumption and conditions:

36 Improving f max Pay even more attention to R b and C  Final HF question: How far behind are Si MOSFETs?

37 HF MOS What is this?