Microstrip Trace Width Calculator

Microstrip Trace Width Calculator determines the minimum copper trace width needed to carry a specified current within a target temperature rise, based on the IPC-2221 thermal model.

Required Trace Width (W)
2.77 mm
The minimum physical width needed to safely carry the specified current within the target temperature rise.
Trace Temperature Dynamics
35.00 °C (Final Temp)
Thermal Multiplier 1.04x (@ Tf)
FR4 Margin (105°C) 70.00 °C
The absolute operating temperature, margin to standard FR4 glass transition, and resulting resistive heat scaling factor.
Electrical Resistance
18.51 mΩ (DC Res)
Base Res (@ 25°C) 17.81 mΩ
Res. Density 1.85 mΩ/cm
The end-to-end resistance of the trace, and distributed linear resistance highly useful for routing long networks.
Voltage Drop & Geometry
92.56 mV (V-Drop)
Cross-Section 150.08 mil²
Surface Footprint 276.63 mm²
Voltage lost along the path and the physical footprint area required on the PCB layer to safely route the trace.
Power Dissipation
462.78 mW (Heat)
Current Density 51.65 A/mm²
Thermal Density 4.63 W/m
The thermal energy expelled by the trace and spatial distribution of current through the copper cross-section.
Model Solved
Analysis successfully computed trace boundaries according to standard IPC-2221 parameters and thermal physics constraints.

Calculate Safe Microstrip Trace Width for High-Current PCB Power Rails

This microstrip trace width calculator computes the minimum copper width needed to carry a specified DC current without exceeding your target temperature rise, based on the IPC-2221 standard. Hardware engineers and PCB designers use it to size power rails, motor leads, and high-current nets before layout.

Microstrip Cross-Section GeometryExternal LayerFR4 SubstrateGround PlaneW (Trace Width)TH (Substrate Height)Heat → AirInternal LayerW (Trace Width)THeat → Substrate OnlyNo ConvectionInternal traces require ~2× width because heat must conduct through FR4 instead of radiating to air.

How to Use

Enter max current (A), copper thickness (oz/ft²), temperature rise (°C), ambient temperature (°C), trace length (mm), and layer type. The tool returns required width (mm), DC resistance, voltage drop, power dissipation, and thermal margin to FR4 glass transition.

Formula

Per IPC-2221, the relationship between current, temperature rise, and cross-sectional area is:

$$I = k \cdot \Delta T^{0.44} \cdot A^{0.725}$$

Where $I$ is current in amps, $\Delta T$ is temperature rise in °C, $A$ is cross-sectional area in mil², and $k$ equals 0.048 for external layers or 0.024 for internal layers. Solving for area:

$$A = \left(\frac{I}{k \cdot \Delta T^{0.44}}\right)^{\frac{1}{0.725}}$$

Trace width in mils follows by dividing area by copper thickness in mils, using the conversion $1\,\text{oz/ft}^2 = 1.378\,\text{mils}$:

$$W = \frac{A}{T \cdot 1.378}$$

Common input mistake: entering peak pulse current instead of continuous RMS current. IPC-2221 assumes steady-state DC heating.

One easily overlooked constraint: IPC-2221 recommends an additional 15% current derating when the panel thickness is 0.8 mm (31.5 mil) or less, because thin substrates lack the lateral thermal mass to spread heat away from the trace.

  • Treating internal and external traces identically. Internal traces need roughly twice the width because they cannot radiate heat to air.
  • Using peak current instead of RMS current, which undersizes the trace for continuous heating.
  • Ignoring voltage drop on long traces. A trace can be thermally safe yet drop too much voltage for the load regulation budget.

Reference Table

Values computed from the IPC-2221 formula for 1 oz copper at 10°C rise:

CurrentExternal WidthInternal Width
0.5 A4.5 mil (0.12 mm)11.8 mil (0.30 mm)
1 A11.8 mil (0.30 mm)30.8 mil (0.78 mm)
2 A30.8 mil (0.78 mm)80.0 mil (2.03 mm)
3 A53.8 mil (1.37 mm)140.0 mil (3.56 mm)
5 A108.9 mil (2.77 mm)283.2 mil (7.19 mm)
7 A173.2 mil (4.40 mm)450.5 mil (11.44 mm)
10 A283.2 mil (7.19 mm)736.8 mil (18.71 mm)

FAQ

What is the difference between internal and external trace width?

External traces dissipate heat through convection and radiation, so they require about half the width of internal traces for the same current. IPC-2221 uses $k = 0.048$ for external layers and $k = 0.024$ for internal layers.

Can I use this calculator for AC or pulsed current?

No. The IPC-2221 formula assumes steady-state DC current. For AC or pulsed loads, use the RMS value for heating equivalence, or consult IPC-2152 for dynamic conditions.

Why does my calculated width seem larger than expected?

IPC-2221 is intentionally conservative. It assumes a single trace in free air with no nearby copper planes. Modern boards with ground planes and copper pour often handle more current than the standard predicts.

What copper thickness should I choose?

Standard PCB fabrication uses 1 oz/ft² (35 µm). For currents above 5 A, consider 2 oz/ft² (70 µm) to reduce width requirements, though this increases etching constraints and minimum feature sizes.

Does ambient temperature affect the required trace width?

Indirectly. Ambient temperature sets the baseline for the final operating temperature, but the IPC-2221 formula uses temperature rise ($\Delta T$) above ambient. A hotter environment leaves less headroom before reaching FR4 limits.