Download presentation
Presentation is loading. Please wait.
1
Smith chart Nonideal effects
2
Do over exam #1
3
frequency analysis of a parallel resonant circuit – R = 0; L & C = 1
4
frequency analysis of a series resonant circuit – R = 0 & 0
frequency analysis of a series resonant circuit – R = 0 & 0.5; L & C = 1
5
Application of the Smith chart
Application of the Smith chart. Transistor circuit – frequency analysis Richard Percifield
6
Model Equation
7
Transistor Parameters
LT = 20nH rbb’ = 50 ohms rb’e = 1000 ohms CT = 100pF Znorm=100 ohms Frequency Range DC to 600MHz
9
Input Z vs. Frequency Matlab Makes the Plotting Easy!
Towbar a
10
Instability Circles
11
Important changes in the MOSFET
Moore’s Law (Intel Corp. cofounder) The number of active elements on a chip doubles every 18 months.
12
Important changes in the MOSFET
Assume constant electric field scaling!
13
Important changes in the MOSFET
14
Important changes in the MOSFET
15
Important changes in the MOSFET
Material determination weak dependence on k
16
Problem in changing the MOSFET
We will not change our old power supplies. Do not, I repeat, do not change the voltage supplies so often. Consequences electric fields increase in value. 2) reduced reliability. 3) heating
17
Nonideal defects in the MOSFET
Laboratory experiment
18
Modulate the channel length of the MOSFET
19
Modulate the channel length of the MOSFET
20
Modulate the channel length of the MOSFET
Electron mobility is a function of the electric field and the temperature.
21
Ideal MOSFET Long channel G V Space charge regions Flatband
22
Ideal MOSFET Short channel G V Space charge regions Flatband
23
Ideal MOSFET G V
24
Ideal MOSFET V As L decreases, inversion channel becomes
a depletion layer G V
25
Important changes in the MOSFET
Material determination weak dependence on the change of the dimension k
26
Important changes in the MOSFET
27
Important changes in the MOSFET
28
Summary of changes in a MOSFET
29
Asymmetric MOSFET Short channel G V G V Space charge regions Flatband
30
Picture from Saturn
32
Simple three-dimensional unit cell
Similar presentations
© 2025 SlidePlayer.com. Inc.
All rights reserved.