DocumentCode
2385374
Title
New bipolar figure of merit "fo"
Author
Gosser, Royal A. ; Foroudi, Omid ; Flanyak, Steven
fYear
2002
fDate
2002
Firstpage
128
Lastpage
135
Abstract
Various figures of merit have been introduced over the last few years that attempt to "improve" or more accurately describe the speed of a bipolar transistor over the traditional figures of merit. The best known are ft and fmax. More recently, the term fv has been proposed as a complement to the others and is defined as the input bandwidth of a common emitter transistor. It will be shown, for general transistor speed comparisons, the gain, as well as the bandwidth, should be included to more accurately compare the relative speed capability against various bipolar processes, and also (for a given process) the speed of a transistor versus gain. Although fmax and ft are gain-bandwidth expressions, the former excludes output capacitance (Co) and the latter excludes base resistance (Rb) and collector-substrate (Cjs). If for a process development engineer the task is optimizing a process for maximum intrinsic speed (given external constraints such as emitter-base (EB) breakdown, collector-base (CB) breakdown, metal parasitics, etc), then none of these merit equations (in themselves) provide an adequate single "solution". A new figure of merit (fo) will be proposed which should be a better speed gauge for process/device optimization.
Keywords
bipolar transistors; capacitance; semiconductor device models; base resistance; bipolar figure of merit; bipolar transistor; intrinsic speed; output capacitance; process/device optimization; transistor speed comparisons; Analog integrated circuits; Bandwidth; Bipolar integrated circuits; Bipolar transistors; Equations; Frequency; Integrated circuit noise; Magneto electrical resistivity imaging technique; Parasitic capacitance; Voltage;
fLanguage
English
Publisher
ieee
Conference_Titel
Bipolar/BiCMOS Circuits and Technology Meeting, 2002. Proceedings of the 2002
ISSN
1088-9299
Print_ISBN
0-7803-7561-0
Type
conf
DOI
10.1109/BIPOL.2002.1042902
Filename
1042902
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