Switchmode RF and Microwave Power Amplifiers 2012
DOI: 10.1016/b978-0-12-415907-5.00009-2
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Alternative and Mixed-Mode High-Efficiency Power Amplifiers

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Cited by 2 publications
(4 citation statements)
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“…Referring to the equations for the output waveform of Class E PA, 15 the normalized current of the Class EF PA is supposed to be as IIitalicDCgoodbreak=π2sin()θgoodbreak−cos()θgoodbreak+1 in which I, IDC, and θ are the total current, DC current and angle of waveform change, respectively.…”
Section: The New Waveform and Harmonic Reactance For Class Ef Pamentioning
confidence: 99%
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“…Referring to the equations for the output waveform of Class E PA, 15 the normalized current of the Class EF PA is supposed to be as IIitalicDCgoodbreak=π2sin()θgoodbreak−cos()θgoodbreak+1 in which I, IDC, and θ are the total current, DC current and angle of waveform change, respectively.…”
Section: The New Waveform and Harmonic Reactance For Class Ef Pamentioning
confidence: 99%
“…The drain current waveform of Class EF PA is more similar to that of Class E PA, while the voltage waveform is flattened and shaped, as shown in Figure 3. Therefore, when deriving the waveform expression equations for the Class EF PA, assumptions can be made based on the waveform expression equations for the Class E PA. 15 Under ideal conditions, the Class EF PA will satisfy the optimum switching operating conditions shown in Equation (2) at the moment ωt ¼ 2π.…”
Section: The New Waveform and Harmonic Reactance For Class Ef Pamentioning
confidence: 99%
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“…The first and the second derivatives of the imaginary part should be zero to maximize the bandwidth at the operating frequency [22].…”
Section: Iet Circuits Devices and Systemsmentioning
confidence: 99%