Differential Microstrip Impedance Calculator

Differential Microstrip Diagram
Differential Microstrip εr = 4.4 Z_diff ≈ 100 Ω W = 0.3mm, S = 0.3mm, H = 0.254mm

Differential Microstrip Impedance Calculator

The Formula

The formula for calculating differential microstrip impedance is complex and typically involves numerical methods or approximations. A simplified version is:

\[Z_{diff} \approx 2Z_0\left(1 - 0.48e^{-0.96\frac{s}{h}}\right)\]

Where:

  • Z_diff: Differential impedance
  • Z_0: Single-ended impedance of each trace
  • s: Spacing between the traces
  • h: Height of the substrate

Calculation Steps

  1. Calculate the single-ended impedance (Z_0) for each trace
  2. Determine the s/h ratio
  3. Apply the differential impedance formula
  4. Adjust for more accurate results using field solver software if necessary

Example Calculation

For a differential microstrip with:

  • Trace width (W) = 0.3 mm
  • Trace spacing (S) = 0.3 mm
  • Substrate height (H) = 0.254 mm
  • Dielectric constant (εr) = 4.4

Assuming Z_0 ≈ 50Ω (calculated separately):

\[Z_{diff} \approx 2 * 50\Omega \left(1 - 0.48e^{-0.96\frac{0.3}{0.254}}\right) \approx 93.4\Omega\]

Visual Representation

εr = 4.4 Z_diff ≈ 93.4 Ω

This visual shows a cross-section of the differential microstrip structure with the calculated impedance based on our example.