Differential Microstrip Calculator

Enter your Trace Width (w), Edge-to-Edge Spacing (s), Dielectric Thickness (h), Copper Thickness (t), and Dielectric Constant (εr) into the Differential Microstrip Calculator to find your Differential Impedance — plus Odd-Mode, Even-Mode, and Common-Mode Impedance for your coupled trace pair.

mil

Width of each trace in the differential pair

mil

Distance between the edges of the two traces

mil

Thickness of dielectric between traces and ground plane

mil

Thickness of the copper traces

Relative permittivity of the dielectric material

Results

Differential Impedance

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Odd-Mode Impedance

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Even-Mode Impedance

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Common-Mode Impedance

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Impedance Values Comparison

Frequently Asked Questions

What is differential impedance in microstrip transmission lines?

Differential impedance is the impedance between two coupled traces when driven with equal but opposite signals. It's typically twice the odd-mode impedance and is crucial for high-speed differential signaling like USB, HDMI, and Ethernet.

What's the difference between odd-mode and even-mode impedance?

Odd-mode impedance occurs when the traces carry equal but opposite signals (differential signaling). Even-mode impedance occurs when both traces carry identical signals relative to ground (common-mode signaling).

How does trace spacing affect differential impedance?

Closer trace spacing increases coupling between traces, which reduces the odd-mode impedance and therefore the differential impedance. Wider spacing reduces coupling and increases impedance values.

What dielectric constant should I use for FR4 PCBs?

Standard FR4 has a dielectric constant (εr) of approximately 4.3-4.5 at 1 GHz. However, this value can vary with frequency, temperature, and specific FR4 formulation, so check your PCB manufacturer's specifications.

How accurate are analytical impedance calculators?

Analytical calculators provide good estimates (±10-15%) for typical geometries but may be less accurate for extreme aspect ratios or complex stackups. For critical applications, use field solver simulation tools for verification.

What trace width should I use for 100Ω differential impedance?

For standard FR4 (εr=4.3) with 6.7 mil dielectric thickness, traces around 5 mil wide with 5 mil spacing typically achieve close to 100Ω differential impedance. Always verify with calculations for your specific stackup.

Why is controlled impedance important for differential pairs?

Controlled impedance ensures proper signal integrity by minimizing reflections, reducing crosstalk, and maintaining signal timing. Impedance mismatches can cause signal degradation, EMI issues, and data transmission errors.

How does copper thickness affect impedance calculations?

Thicker copper reduces the effective trace width-to-height ratio, slightly decreasing impedance. While the effect is often small, it becomes more significant for thin dielectrics or wide traces and should be included in precise calculations.

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