2008 European Microwave Integrated Circuit Conference 2008
DOI: 10.1109/emicc.2008.4772288
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Gate Width Dependence of Noise Parameters and Scalable Noise Model for HEMTs

Abstract: Explicit expressions describing the gate width dependences of HEMTs noise parameters have been obtained experimentally. The minimum noise figure and optimum source admittance are proportional to gate width, and noise resistance is inversely proportional to gate width. A scalable noise model is then developed, which accurately predicates noise parameters in a broad gate width range. The scalable noise model can be attached to any nonlinear signal model to predicate both noise and nonlinear signal responses.

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Cited by 9 publications
(3 citation statements)
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“…The noise resistance is R n , the noise conductance is G n , the signal source admittance is Y s = G s + jB s , the correlation admittance is Y cor = G cor + jB cor , and the optimum source admittance is Y opt = G opt + jB opt , where G opt and B opt are optimal source conductance and susceptance, 29 respectively, as shown in Figure 13. The NF min can be realised 30 if source admittance is set to G s = G opt and B s = B opt , as indicated in Equation ( 4).…”
Section: Noise Modelling In Vertical Cavet Gan Mis-hemtsmentioning
confidence: 99%
“…The noise resistance is R n , the noise conductance is G n , the signal source admittance is Y s = G s + jB s , the correlation admittance is Y cor = G cor + jB cor , and the optimum source admittance is Y opt = G opt + jB opt , where G opt and B opt are optimal source conductance and susceptance, 29 respectively, as shown in Figure 13. The NF min can be realised 30 if source admittance is set to G s = G opt and B s = B opt , as indicated in Equation ( 4).…”
Section: Noise Modelling In Vertical Cavet Gan Mis-hemtsmentioning
confidence: 99%
“…For a state-of-art process, the most important task is to build a gate-width scalable model, since the reason is the gatelength is fixed normally. Based on the physical scaling rules of small size devices, the performance of large size devices can be evaluated [7], [8], [9], [10] and provide feedback for process control data.…”
Section: Introductionmentioning
confidence: 99%
“…Several efforts have been made to further improve the noise properties of GaN devices by optimising device geometries, including their source-drain spacing [8] and gate width [9], and by using different gate structures [10]. A T-gate structure is generally employed due to its smaller footprint, which reduces gate length and broadens the head, and hence reduces gate resistance.…”
Section: Introductionmentioning
confidence: 99%