1998
DOI: 10.1109/16.658809
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Design considerations for millimeter-wave power HBTs based on gain performance analysis

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1998
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Cited by 12 publications
(6 citation statements)
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“…After converting the -factor into the -parameter representation and substituting (1)- (4) and (5)- (8) with appropriate approximations, the -factor for the CE and the CB configurations can be derived, respectively, as (30) (31) These two analytical -factor expressions are equivalent to the ones obtained by Tanaka et al [23] when ignoring . It can be easily shown [23] that , indicating that the -factor of the CB configuration increases with frequency at a smaller rate than the CE configuration. Consequently, the frequency point at which the -factor of the CB configuration reaches unity (breakpoint of MSG/MAG) is larger than the corresponding frequency point of the CE configuration , i.e., .…”
Section: High-frequency Rangementioning
confidence: 99%
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“…After converting the -factor into the -parameter representation and substituting (1)- (4) and (5)- (8) with appropriate approximations, the -factor for the CE and the CB configurations can be derived, respectively, as (30) (31) These two analytical -factor expressions are equivalent to the ones obtained by Tanaka et al [23] when ignoring . It can be easily shown [23] that , indicating that the -factor of the CB configuration increases with frequency at a smaller rate than the CE configuration. Consequently, the frequency point at which the -factor of the CB configuration reaches unity (breakpoint of MSG/MAG) is larger than the corresponding frequency point of the CE configuration , i.e., .…”
Section: High-frequency Rangementioning
confidence: 99%
“…2(b (30) and (31). It can be roughly approximated as [23] for simplicity) and that of MSG , (15)] need to be compared in order to compare the relative size of MAG and MAG . A straightforward comparison of these two ratios shows that regardless of relative size of and .…”
Section: High-frequency Rangementioning
confidence: 99%
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“…Consequently, if the extrinsic base resistance ͑thus the total base resistance͒ of an HBT is also made sufficiently small, the power gain superiority of CB configuration can then always be notable. [4][5][6] The major applications of HBTs are high-speed driving and radio-frequency ͑rf͒ power amplification ͑e.g., optical fiber communications and GaAs and SiGe HBTs used in majority of cell phone rf power amplifiers͒. For these applications, large-signal power handling capability of HBTs ͑with associated power gain and power-added efficiency͒ is the most important performance parameter of concern.…”
mentioning
confidence: 99%