High-efficiency composite amplifier
A technology of amplifiers and maximum voltage, applied in the direction of amplifiers, power amplifiers, radio frequency amplifiers, etc., can solve problems such as imperfect composite amplifiers
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example 1
[0108] Example 1: Detuned Chireix Amplifier
[0109] By making the sum of the transmission line lengths slightly different from 1 / 2, we have a "detuned" Chireix amplifier. Such as Figure 16 As shown, in the case mentioned here, the electrical lengths are 0.30λ (from PA1 to common output) and 0.18λ (from PA2 to common output), totaling 0.48λ (instead of the exact value of 0.5λ). This can be seen when the Chirexi amplifier is operating below 4% of its rated frequency. On the input side, linear drive signal components are generated directly from the input signal via amplifiers / phase shifters 26 and 32 . Likewise, non-linear drive signal components are generated by non-linear element 38 and amplifier / phase shifters 28 and 30 . For example, unit 38 is implemented as a combination of a lookup table followed by a D / A converter in which the digital input signal amplitude is converted to the appropriate drive signal (assuming the input signal amplitude proportional to the composit...
example 2
[0114] Example 2: Detuned Doherty Amplifier
[0115] The Doherty amplifier can be constructed with transmission lines of electrical length λ / 4 and λ / 2 from the constituent amplifiers to the common output [16]. In the case presented, this Doherty amplifier was detuned to 19% below its rated frequency. Thus, the length of the transmission line is changed to 0.21λ (from PA1 to common output) and 0.42λ (from PA2 to common output), for a total of 0.63λ. Figure 23 Such a detuned Doherty amplifier is illustrated. Figure 24-27 The amplitude and phase of the amplifier output node voltage and output current are shown.
[0116] and Figure 9 Compared to the Doherty amplifier, the main features of this new solution are in Figure 24 The voltage plot of , appears as a middle or transition region in the upper end, where both amplifiers are at constant voltage. As in the case of the detuned Chireix amplifier, this can be seen as inserting an additional transition point T2, but this ti...
example 3
[0120] Example 3: Current Limit at Low Output
[0121] This example of a detuned asymmetric (in terms of transistor size) Chireix amplifier illustrates the need for additional transition points, ie more regions with different operating conditions. The transmission line impedances are 1.4 (from PA1 to common output) and 3.5 (from PA2 to common output), respectively. This means that the maximum output current from PA1 is 1 / 1.4=5 / 7 and the maximum output current from PA2 is 1 / 3.5=2 / 7. Such as Figure 30 As shown, the wire lengths are 0.33λ (from PA1 to the common output) and 0.19λ (from PA2 to the common output), for a total of 0.52λ. Figure 31-34 The amplitude and phase of the output node voltage and output current of the amplifier are shown.
[0122] The point of this example is to show the extra transition that occurs due to current limitation at zero (at 0.36 times the maximum output voltage). As previously stated, one amplifier (PA2) alone optimally takes care of the fi...
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