This PCB trace width current calculator helps engineers estimate whether a conductor width is reasonable before layout is frozen. It checks the current capacity of an existing trace and back-calculates the width required for a target current from copper thickness, temperature rise and layer position. The result is an early estimate and should be reviewed with stack-up, copper thickness and thermal conditions.
Legacy IPC-2221 style estimate
公式: I = k x deltaT^0.44 x A^0.725
I: estimated current in amperes.
k: empirical factor for external or internal layer.
deltaT: allowed temperature rise in degC.
A: conductor cross-sectional area in square mils, converted from trace width and finished copper thickness.
Required width: back-calculated from target current by solving the empirical equation for conductor area.
公式依據
Formula basis: legacy IPC-2221-style empirical conductor current equation.
Reference: IPC lists IPC-2221 as the Generic Standard on Printed Board Design and IPC-2152 as the current-carrying-capacity standard. https://www.ipc.org/ipc-design-standards
Engineering note: IPC-2152 and real thermal validation should be used for production current-carrying capacity decisions.
範例
例如 1 oz 外層銅、0.20 mm 線寬、允許 10 degC 溫升時,legacy IPC-2221 估算約可承載 0.74 A。若目標電流更高,工具會反推所需線寬,並提醒是否需要改銅厚、改 routing 或拆成多條電源路徑。
結果怎麼判讀
這個工具適合先做方向判斷,不適合當作唯一量產依據。若結果剛好貼近規格,應保留線寬、銅厚與散熱餘裕。
Estimated current capacity 大於目標電流,代表目前線寬在該溫升假設下有初步餘裕。
No. It is an early estimate. Real temperature rise depends on stack-up, air flow, enclosure, copper balance and load profile.
Why are internal traces lower capacity?
Internal conductors usually dissipate heat less efficiently than external conductors, so the empirical factor is more conservative.
How should I choose temperature rise?
Start with the product requirement or customer rule. If no rule exists, 10 degC is a common early-review assumption, but high-reliability or hot-enclosure products should use a stricter value and verify by test.
Can I use this for FPC power traces?
Yes, as an early estimate. For FPC, also review bend-zone routing, coverlay, stiffener edges, copper type, voltage drop and real assembly temperature.
Why does required width sometimes become very large?
The empirical equation is nonlinear. Higher current, lower temperature rise, thinner copper or internal-layer assumptions can quickly increase the required conductor width.