Chireix Combiner
Combiner Isolation Comparison
| Combiner Type | Isolation Resistor | Out-of-Phase Behavior | Primary Application |
|---|---|---|---|
| Wilkinson Divider | Yes (100Ω) | Burns out-of-phase energy as heat | Standard linear power combining |
| Quadrature Hybrid | Yes (Dump Port) | Dumps out-of-phase energy to 50Ω load | Balanced amplifiers |
| Chireix Combiner | None | Reflects energy to actively modulate impedance | Outphasing (LINC) Amplifiers |
Z1 = 2RL · (1 + j · cot(θ))
Z2 = 2RL · (1 - j · cot(θ))
Where θ is the outphasing angle between the two amplifiers. As they outphase to lower the output power, one amplifier sees a massive inductive load (+j), and the other sees a massive capacitive load (-j).
Shunt Compensation:
By adding a fixed shunt capacitor to branch 1 and a fixed shunt inductor to branch 2, the designer can perfectly cancel the +j and -j reactance at one specific outphasing angle θc. This creates a massive efficiency peak at that specific back-off power level.
Frequently Asked Questions
Why is LINC/Outphasing so highly efficient?
Because it completely removes amplitude modulation from the amplification stage. High-efficiency switch-mode amplifiers (like Class D or Class E) can only operate at a constant, maximum power level. Outphasing splits a varying signal into two constant-power signals. The amplifiers operate at peak 80% efficiency at all times. The amplitude variation is recreated purely by phase cancellation in the Chireix combiner at the very end.
Why does lack of isolation cause load modulation?
In a non-isolating combiner, there is no resistor to absorb reflected energy. When Amplifier 1 pushes voltage into the central node, Amplifier 2 "feels" that voltage. Because their phases are shifting relative to each other, the voltage Amplifier 2 sees is constantly changing. Ohm's Law (Z = V/I) dictates that if the voltage changes while the current remains constant, the apparent impedance (Z) must be changing. This dynamic impedance shift is the core mechanism of active load modulation.
Is Chireix better than Doherty?
They are competing architectures. Doherty is simpler to implement because it relies on amplitude-dependent splitting, making it the dominant architecture in current 5G hardware. Chireix outphasing can theoretically achieve higher efficiency over broader bandwidths, but it requires incredibly precise digital signal processing to perfectly control the phase vectors of the two amplifiers, making it much more sensitive to manufacturing tolerances.