Corporate Feed
How a Corporate Feed Distributes Power
A corporate feed earns its name from the way it branches like a corporate organization chart: one common input port splits into two, each of those into two more, and so on, until the final branches reach the radiating elements. For an N-element array (with N a power of two) the tree has log2(N) stages and N minus 1 two-way dividers. An 8 by 8 planar array of 64 elements therefore needs 63 dividers arranged in 6 stages. Because the splitting is fully parallel, the signal reaches every element at the same time; the geometry guarantees equal path length without relying on any frequency-dependent line lengths.
That equal path length is the defining advantage. Since each element sees the same electrical delay, the inter-element phase is zero regardless of frequency, so the array radiates at broadside and does not squint as the operating frequency is tuned. This makes the corporate feed broadband in a way a traveling-wave or series feed cannot match. The price is physical: the dividers and the meandered interconnect consume aperture area and add dissipative loss that grows with array size, and on lossy laminate that loss can degrade transmit efficiency and receive noise figure for large apertures.
Designers exploit the same tree to shape the aperture illumination. By making each junction an unequal divider, the feed delivers more power to the center elements and less to the edges, synthesizing a Taylor or Chebyshev distribution that suppresses sidelobes well below the uniform-illumination level. The cost is a slightly wider main beam and reduced aperture efficiency, a classic trade managed during the array's electrical design.
Equal Path Length and Loss
Ndiv = N − 1, Stages = log2(N)
Ideal split power per output (lossless):
Pout / Pin = 1 / N → Split (dB) = 10·log10(N)
Total one-way feed loss:
Lfeed ≈ 10·log10(N) + (α × 𝓁branch) dB
Where N = element count, α = line attenuation (≈ 0.1 to 0.3 dB/cm on X-band laminate), 𝓁branch = longest meandered path length. Example: N = 16, 𝓁branch = 12 cm, α = 0.2 dB/cm → 12 dB split + ≈ 2.4 dB dissipative loss.
Corporate Feed vs. Series Feed
| Attribute | Corporate Feed | Series Feed |
|---|---|---|
| Topology | Parallel binary divider tree | Elements tapped along one line |
| Path length to elements | Equal (by design) | Progressive, increases down line |
| Beam squint vs. frequency | None (broadside, broadband) | Squints; narrowband or designed squint |
| Dividers / lines needed | N − 1 dividers, long routing | One line, minimal routing |
| Amplitude taper | Set by unequal split ratios | Set by coupling per tap |
| Typical use | Phased arrays, fixed broadside arrays | Slotted-waveguide, low-cost arrays |
| Relative loss (large N) | Higher (long meander) | Lower (short line) |
Frequently Asked Questions
How does a corporate feed differ from a series feed?
A corporate feed splits the input through a symmetric binary tree so every element has identical path length; the phase is frequency-independent and the array stays at broadside across a wide band. A series feed taps elements off one line, so inter-element phase changes with frequency and the beam squints. The corporate feed costs area and loss: an 8 by 8 array needs 63 two-way dividers, while a series feed uses far less line. Corporate feeds suit fixed-beam and active phased arrays; series feeds suit low-cost slotted-waveguide and traveling-wave arrays where a small designed squint is acceptable.
How much insertion loss does a corporate feed network add?
Loss scales with log2(N) divider stages. The ideal reactive split removes 10·log10(N) dB as a consequence of dividing power, plus real dissipative loss. On RF laminate at X-band that dissipative loss runs about 0.1 to 0.3 dB/cm, and the longest meandered branch in a large planar tree can be 10 to 20 cm, adding 1 to 4 dB one-way. Wilkinson dividers add isolation resistors that dissipate unbalanced power; reactive T-junctions avoid that loss but give no isolation. Waveguide and air-stripline feeds cut dissipative loss to a fraction of a dB.
Can a corporate feed apply an amplitude taper for sidelobe control?
Yes. Setting unequal split ratios at each divider delivers a Taylor, Chebyshev, or binomial distribution across the aperture. A uniform feed gives about -13 dB first sidelobes; a 25 to 30 dB Taylor taper drives the edge elements to roughly 10 to 30 percent of the center power. The split ratio is set by relative microstrip line widths, quarter-wave transformer impedances, or, for an unequal Wilkinson, a specific resistor and arm impedances. The trade-off is a wider main beam and lower aperture efficiency.