• Journal of Semiconductors
  • Vol. 41, Issue 3, 032102 (2020)
Lin Luo, Jun Liu, Guofang Wang, and Yuxing Wu
Author Affiliations
  • Key Laboratory of RF Circuits and Systems, Ministry of Education, Hangzhou Dianzi University, Hangzhou 310018, China
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    DOI: 10.1088/1674-4926/41/3/032102 Cite this Article
    Lin Luo, Jun Liu, Guofang Wang, Yuxing Wu. Small-signal modeling and parameter extraction method for a multigate GaAs pHEMT switch[J]. Journal of Semiconductors, 2020, 41(3): 032102 Copy Citation Text show less

    Abstract

    This paper presents an accurate small-signal model for multi-gate GaAs pHEMTs in switching-mode. The extraction method for the proposed model is developed. A 2-gate switch structure is fabricated on a commercial 0.5 μm AlGaAs/GaAs pHEMT technology to verify the proposed model. Excellent agreement has been obtained between the measured and simulated results over a wide frequency range.
    $ {\rm{Imag}}\left( {{Y_{11}}} \right) = j\omega \left( {{C_{{\rm{dp}}}} + {C_{{\rm{dsp}}}}} \right), $ (1)

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    $ {\rm{Imag}}\left( {{Y_{12}}} \right) = {\rm{Imag}}\left( {{Y_{21}}} \right) = - j\omega {C_{{\rm{dsp}}}}, $ (2)

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    $ {\rm{Imag}}\left( {{Y_{22}}} \right) = j\omega \left( {{C_{{\rm{sp}}}} + {C_{{\rm{dsp}}}}} \right), $ (3)

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    $ {C_{{\rm{dp}}}} = {\rm{Imag}}\left( {{Y_{11}} + {Y_{12}}} \right)/\omega , $ (4)

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    $ {C_{{\rm{sp}}}} = {\rm{Imag}}\left( {{Y_{22}} + {Y_{12}}} \right)/\omega , $ (5)

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    $ {C_{{\rm{dsp}}}} = - {\rm{Imag}}\left( {{Y_{12}}} \right)/\omega . $ (6)

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    $ {Z_{11}} = {R_{\rm{d}}} + \frac{{{R_{\rm{ds}}}}}{2} + {R_{\rm{g}}} + {R_{\rm{G}}} + j\left[\omega \left( {{L_{\rm{g}}} + {L_{\rm{d}}} - \frac{1}{{\omega {C_{\rm{b}}}}}} \right)\right], $ (7)

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    $ {Z_{12}} = {Z_{21}} = {R_{\rm{g}}} + {R_{\rm{G}}} + j\left[ {\omega \left( {{L_{\rm{g}}} - \frac{1}{{\omega {C_{\rm{b}}}}}} \right)} \right], $ (8)

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    $ {Z_{22}} = {R_{\rm{s}}} + \frac{{{R_{\rm{ds}}}}}{2} + {R_{\rm{g}}} + {R_{\rm{G}}} + j\left[\omega \left( {{L_{\rm{g}}} + {L_{\rm{s}}} - \frac{1}{{\omega {C_{\rm{b}}}}}} \right)\right]. $ (9)

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    $ {C_{{\rm{gd}}}} = {C_{{\rm{gs}}}} = {C_{\rm{g}}}, \quad {R_{\rm{gd}}} = {R_{\rm{gs}}} = {R_{\rm{gds}}}. $ (10)

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    $ {Y_{11}} = \frac{1}{{{R_{\rm{ds}}}}} + j\omega {C_{\rm{ds}}} + {Y_{\rm{tmp}}}, $ (11)

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    $ {Y_{12}} = {Y_{21}} = - \frac{1}{{{R_{\rm{ds}}}}} - j\omega {C_{\rm{ds}}} - {Y_{\rm{tmp}}}, $ (12)

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    $ {Y_{22}} = \frac{1}{{{R_{\rm{ds}}}}} + j\omega {C_{\rm{ds}}} + {Y_{\rm{tmp}}}. $ (13)

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    $ {Y_{\rm{tmp}}} = \dfrac{1}{{2{R_{\rm{gds}}} + \dfrac{1}{{2j\omega {C_{\rm{g}}}}} + \dfrac{{\left( {2{R_{\rm{gds}}} + \dfrac{1}{{2j\omega {C_{\rm{g}}}}}} \right)\dfrac{1}{{j\omega C_{\rm{g{g}}^*}}}}}{{\left( {2{R_{\rm{gds}}} + \dfrac{1}{{2j\omega {C_{\rm{g}}}}}} \right) + \dfrac{1}{{j\omega C_{\rm{g{g}}^*}}}}}}}. $ (14)

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    $ {Y_{11}} = - {Y_{12}} = - {Y_{21}} = - {Y_{22}}. $ (15)

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    $ {\rm{Imag}}\left( {{Y_{11}}} \right) = j\omega \left( {{C_{\rm{gd}}} + {C_{\rm{ds}}}} \right), $ (16)

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    $ {\rm{Imag}}\left( {{Y_{12}}} \right) = {\rm{Imag}}\left( {{Y_{21}}} \right) = - j\omega {C_{\rm{ds}}}, $ (17)

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    $ {\rm{Imag}}\left( {{Y_{22}}} \right) = j\omega \left( {{C_{\rm{gs}}} + {C_{\rm{ds}}}} \right). $ (18)

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    $ {\rm{Real}}\left( {{Y_{21}}} \right) = - \frac{1}{{{R_{\rm{ds}}}}}. $ (19)

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    $ {\rm{Imag}}\left( {{Y_{12}}} \right) = - j\omega \left( {{C_{\rm{ds}}} + \frac{{\displaystyle\frac{1}{2}C_{\rm{g*}}\left( {\displaystyle\frac{1}{2}C_{\rm{g}} + C_{\rm{g{g}*}}} \right)}}{{\displaystyle\frac{1}{2}C_{\rm{g}} + \left( {\displaystyle\frac{1}{2}C_{\rm{g}} + C_{\rm{g{g}*}}} \right)}}} \right). $ (20)

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    $ e = \dfrac{{\left| {{S_{\rm{simu}}}\left( i \right) - {S_{\rm{meas}}}\left( i \right)} \right|}}{{\sqrt {\dfrac{{\sum\nolimits_n {{{\left( {{S_{\rm{meas}}}\left( i \right)} \right)}^2}} }}{n}} }}, $ (21)

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    Lin Luo, Jun Liu, Guofang Wang, Yuxing Wu. Small-signal modeling and parameter extraction method for a multigate GaAs pHEMT switch[J]. Journal of Semiconductors, 2020, 41(3): 032102
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