2022
DOI: 10.21203/rs.3.rs-2021788/v1
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Importing experimental results via S2D model in ADS tool for Power Amplifier Design

Abstract: In this paper, behavioral modelling of a power amplifier is implemented by using S2P and S2D model setup. By using the standard power amplifier for obtaining the measured results of Scattering (S-parameters and large signal parameters. These parameters are imported into the S2P and S2D model to perform the small signal and large signal analysis at 3 GHz frequency. Then, the simulated results are compared with the measured results to verify the efficient utilization of behavioral models. The novelty of this wor… Show more

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“…The boundary conditions for determining the optimum value of the TL line dimension (W and L) are equated in Equations (1)- (3). Where, Z L , Z 0 , Z L 0 , Z S 0 , Z S , γ, ε r , H, W, Θ, k, A, α, f, tan δ, v p , P max , V max , I max , TA, ε 00 , and ε 0 are load impedance at a distance x from source, characteristic impedance of the TL, normalized load impedance (expressed as a ratio to Z 0 ), normalized source impedance (expressed as a ratio to Z 0 ), source impedance at a distance x from the load, attenuation constant of the TL, 18 relative dielectric of substrate, height of substrate, width of trace, thermal resistance of the substrate material, thermal conductivity, cross-sectional area of the conductor, attenuation of TL, operating frequency, substrate's loss tangent, phase velocity, maximum power handling capacity, maximum voltage that the line can handle, maximum current that the line can bear, area of the design layout of PA, imaginary and real part of complex permittivity respectively.…”
Section: Boundary Conditions For Optimization Of Pa Dimensionsmentioning
confidence: 99%
“…The boundary conditions for determining the optimum value of the TL line dimension (W and L) are equated in Equations (1)- (3). Where, Z L , Z 0 , Z L 0 , Z S 0 , Z S , γ, ε r , H, W, Θ, k, A, α, f, tan δ, v p , P max , V max , I max , TA, ε 00 , and ε 0 are load impedance at a distance x from source, characteristic impedance of the TL, normalized load impedance (expressed as a ratio to Z 0 ), normalized source impedance (expressed as a ratio to Z 0 ), source impedance at a distance x from the load, attenuation constant of the TL, 18 relative dielectric of substrate, height of substrate, width of trace, thermal resistance of the substrate material, thermal conductivity, cross-sectional area of the conductor, attenuation of TL, operating frequency, substrate's loss tangent, phase velocity, maximum power handling capacity, maximum voltage that the line can handle, maximum current that the line can bear, area of the design layout of PA, imaginary and real part of complex permittivity respectively.…”
Section: Boundary Conditions For Optimization Of Pa Dimensionsmentioning
confidence: 99%