Introduction
What is a Wilkinson Power Divider?
A Wilkinson divider splits one RF signal into two outputs while keeping all three ports matched to Z₀ and the outputs isolated from each other — something a simple T-junction cannot do.

✦ All ports matched to Z₀ — no reflections   ✦ Output-to-output isolation — Port 2 and Port 3 cannot see each other   ✦ Lossless when balanced — the resistor dissipates zero power during normal operation

Used in: antenna feed networks, PA combiners, phased arrays, test equipment signal splitters.
Beginner tip: Put 10 mW in — each output gets 5 mW (−3 dB). The two quarter-wave arms and one resistor give perfect matching and isolation simultaneously, which a simple wire T-junction cannot do.
PCB Substrate — enter your board parameters to get exact trace widths & lengths
Substrate presets: FR4 (εr=4.4, h=1.6mm, tan δ=0.020) · Rogers 4350B (εr=3.66, h=0.762mm, tan δ=0.0037) · Rogers 5880 (εr=2.2, h=0.787mm, tan δ=0.0009) · RO4003C (εr=3.55, h=0.813mm, tan δ=0.0027)
The Hammerstad-Jensen closed-form model is used — same as our Microstrip Calculator. Accuracy within 1–2% of full-wave EM simulation.
Select divider type to design
Equal-Split Wilkinson — Circuit Schematic
1 IN 2 3 −3 dB −3 dB λ/4 Z = 70.7 Ω λ/4 Z = 70.7 Ω R = 100 Ω
Port 1 = Input  |  Port 2 & Port 3 = Outputs (equal −3 dB each)
Step 01 — Electrical Design
Frequency, Impedance and Component Values
Electrical Inputs
MHz
Ω
Electrical Results
70.71 Ω
100 Ω
31.25 mm
Z₁ = Z₀ × √2 — Each arm acts as a quarter-wave impedance transformer converting the 25 Ω junction (two 50 Ω in parallel) back to 50 Ω at the input.
R = 2 × Z₀ — The isolation resistor absorbs any imbalance between the two outputs and creates port-to-port isolation.
PCB Trace Dimensions — on your substrate
Trace / ElementWidthLength (λ/4)Notes
50 Ω port traces——Feed lines to all 3 ports
70.7 Ω arms (×2)——Both arms identical
Isolation resistor R—0402 chip, between Port 2 & 3 junction
Enter substrate parameters above to see PCB dimensions.
⚡ Verify arm trace in Microstrip Calculator ⚡ Verify 50 Ω trace in Microstrip Calculator
Step 02 — PCB Layout
Five Layout Rules
① Both arms must be identical in length and shape. Any asymmetry degrades isolation and output balance.

② Place the isolation resistor directly at the output junction. No extra routing between the resistor pads and the trace — use 0402 or 0201.

③ Keep copper pour ≥ 3× trace width away from the arms. Ground fill changes the effective εr and shifts the resonant frequency.

④ Solid continuous ground plane below. No splits or gaps under the divider.

⑤ Add via stitching alongside the arms on multi-layer boards.
Most common mistake: Asymmetric routing of the output traces after the junction. Keep symmetry all the way to the loads or connectors.
Design Complete
Equal-Split Wilkinson Summary
Frequency
2400MHz
Arm Z₁
70.71Ω
Arm width
—mm
Arm length
—mm
Resistor R
100Ω
Each Output
−3.0dB
Unequal-Split Wilkinson — Circuit Schematic
1 IN 2 3 more power less power λ/4 Z_A = ? Ω λ/4 Z_B = ? Ω R = ? Ω
Port 2 = more power (K²× Port 3). Both outputs remain matched to Z₀.
Step 01 — Electrical Design
Specifications, Arm Impedances and Resistor
Electrical Inputs
MHz
Ω
×
K² = 2 → Port 2 twice the power · K² = 3 → 3:1 split · K² = 10 → monitoring tap
Electrical Results (Pozar formulas)
— Ω
— Ω
— Ω
— dB
— dB
PCB Trace Dimensions — on your substrate
Trace / ElementWidthLength (λ/4)Notes
50 Ω port traces——Feed lines
Z_A arm (to Port 2)——More power arm
Z_B arm (to Port 3)——Less power arm — width & length differ from Z_A
Isolation resistor R—0402 chip, nearest E24
Enter substrate parameters above to see PCB dimensions.
⚡ Verify Z_A in Microstrip Calculator ⚡ Verify Z_B in Microstrip Calculator
Design Complete
Unequal-Split Wilkinson Summary
Frequency
2400MHz
K²
2×
Z_A
—Ω
Z_A width
—mm
Z_B
—Ω
Z_B width
—mm
Resistor R
—Ω
Port 2
—dB
Port 3
—dB
Wideband Two-Section Wilkinson — Circuit Schematic
1 λ/4 Z_s1=84.1Ω λ/4 Z_s1=84.1Ω R₁=71Ω λ/4 Z_s2=59.5Ω λ/4 Z_s2=59.5Ω R₂=141Ω 2 3 −3 dB −3 dB
Two λ/4 sections per arm with two isolation resistors — ≈doubles bandwidth vs single-section
Step 01 — Electrical Design
Band Edges, Section Impedances and Resistors
Electrical Inputs
MHz
MHz
Ω
Electrical Results
—
—
—
—
—
—
Z_s1, Z_s2 use the standard 2-section binomial (geometric-progression) impedance step from Z₀ to 2Z₀ — the same textbook approach used for any 2-section quarter-wave matching transformer.
R₁, R₂ are a practical approximation for isolation at f₀, not a full-band Chebyshev optimisation. They'll give good, buildable starting values; for a production design push the final component values through an EM simulator across your full band.
PCB Trace Dimensions — on your substrate
Section / ElementWidthLength (λ/4)Notes
50 Ω port traces——Feed lines
Z_s1 sections (×2 arms)——Input section, 4 traces total
Z_s2 sections (×2 arms)——Output section, 4 traces total
R₁ inner resistors (×2)—0402, at mid-section junction
R₂ outer resistors (×2)—0402, at output junction
Enter substrate parameters above to see PCB dimensions.
⚡ Verify Z_s1 in Microstrip Calculator ⚡ Verify Z_s2 in Microstrip Calculator
Design Complete
Wideband Wilkinson Summary
Band
—
Centre f₀
—MHz
Bandwidth
—
Z_s1 width
—mm
Z_s2 width
—mm
Z_s1 length
—mm
R₁
—Ω
R₂
—Ω