PCB Impedance Calculator
Find the characteristic impedance of a microstrip, stripline or grounded coplanar (CPWG) trace, the differential impedance of an edge-coupled pair, or the trace width that hits a target impedance. Microstrip uses the Hammerstad-Jensen equations, the accurate set, not the IPC-2141 microstrip form that most calculators still use.
Method based on IPC-2141A (2004, errata to 2014) · reviewed June 2026 · method rev Hammerstad-Jensen microstrip
Microstrip and stripline cross-sections
Microstrip width for common targets on FR-4
| Target Z0 | W / H | Common use |
|---|---|---|
| 40 Ω | 2.78 | Some DDR |
| 50 Ω | 1.96 | RF, digital |
| 60 Ω | 1.42 | Single-ended |
| 75 Ω | 0.91 | Video, RF |
| 90 Ω | 0.60 | USB, HDMI pair |
| 100 Ω | 0.45 | Ethernet, PCIe |
When a trace becomes a transmission line
At low frequencies a trace is just a wire. Once the signal's rise time is short enough that the trace is an appreciable fraction of a wavelength, the trace behaves as a transmission line and its characteristic impedance starts to matter. Mismatched impedance reflects energy back along the line, which shows up as ringing, overshoot and, on fast serial links, a closed eye and intermittent failures.
Characteristic impedance is set by the cross-section geometry: the trace width, the height to the reference plane, the copper thickness and the dielectric constant. It does not depend on the trace length.
Microstrip versus stripline
A microstrip runs on an outer layer with a single reference plane beneath it, so part of its field is in the board and part is in the air. That makes it easy to route and probe, but it radiates more and is sensitive to whatever sits above it. A stripline runs on an inner layer between two planes, fully inside the dielectric: better shielded and quieter, but it needs inner-layer routing and its field is entirely in the laminate, so its effective permittivity equals the full dielectric constant.
The height that matters is the distance from the trace to its reference plane, not the overall board thickness. Getting that one number wrong is the most common reason a calculated impedance does not match the board.
Why this tool uses Hammerstad-Jensen for microstrip
Many online calculators use the IPC-2141 microstrip equation because it is simple. It is also known to be inaccurate: it drifts badly for wide traces and even returns a nonsense negative impedance once the width-to-height ratio passes about 7.5. The Hammerstad-Jensen equations, which this tool uses, stay within roughly one percent across the practical range.
We still use the IPC-2141 form for stripline, where it holds up well, and for the differential coupling factor. The microstrip result here also assumes thin copper; real copper thickness lowers impedance by a small amount that a field solver accounts for.
Differential pairs and field solvers
A differential pair carries equal and opposite signals on two coupled traces. The differential impedance comes from the single-ended impedance of one trace plus the coupling between the pair, set by the spacing. This tool reports the differential, odd, even and common-mode values for an edge-coupled microstrip pair.
Closed-form differential models disagree with each other by ten to twenty-five percent, more than the spread on single-ended formulas. Treat the differential number as a starting point for sizing and confirm the final geometry against your fabricator's field solver and stackup, which are authoritative.
How this relates to other standards
| Standard / tool | Relationship | What it means |
|---|---|---|
| PCB trace width calculator | same cross-section | Sets width for current and heat; this tool sets width for impedance. High-speed traces have to satisfy both. |
| Via current capacity | same signal path | Vias break the controlled-impedance reference; keep them short and well-referenced on high-speed nets. |
| Trace resistance | same trace | Resistance governs DC drop and loss; impedance governs reflections. Different limits on the same copper. |
| IPC-2221 | companion standard | IPC-2221 covers width for current; IPC-2141A covers controlled impedance. High-speed boards use both. |
Where engineers use this
USB and HDMI routing
USB 2.0 and 3.0 and HDMI run as 90 ohm differential pairs. The tool sizes width and spacing for the target before the layout is committed.
Ethernet, PCIe and SATA
These high-speed serial links route as 100 ohm differential pairs; missing the target by even ten percent degrades the eye diagram at multi-gigabit rates.
RF and 50 ohm lines
Antennas, connectors and most RF building blocks expect a 50 ohm single-ended environment, so microstrip and stripline feeds get sized to 50 ohm.
Specifying a stackup to the fab
Turning a target impedance into a first-pass width and height gives a concrete starting point for the impedance-controlled stackup discussion with the fabricator.
Frequently asked questions
What is characteristic impedance on a PCB?
What width gives 50 ohm on FR-4?
What is the difference between microstrip and stripline?
Why is my calculated impedance different from the fabricator's?
Which dielectric height do I enter?
How accurate is the differential result?
What is grounded coplanar waveguide (CPWG)?
Related tools
Sources: IPC-2141A, Design Guide for High-Speed Controlled Impedance Circuit Boards (2004, errata to 2014) · Why Hammerstad-Jensen and Wheeler are more accurate than the IPC-2141 microstrip equation (Altium) · Coplanar waveguide impedance by conformal mapping (Steer, Microwave and RF Design II) · IEEE 370, electrical characterization of PCB interconnects (measurement reference). Verify against the current edition.