Calculate Diode Current Using Shockley Equation I = I_S(e^(V/(nV_T))-1)
The Shockley diode equation models the current through a PN junction as a function of applied voltage. The exponential relationship means current changes dramatically with small voltage changes. The thermal voltage V_T = kT/q depends on temperature (25.85mV at 25°C). The ideality factor n ranges from 1 (ideal) to ~2 (real diodes).
A forward-biased diode conducts current exponentially with applied voltage. Below the threshold (~0.6V for Si), very little current flows. Above threshold, current rises rapidly. The exact VF depends on the diode type, current level, and temperature. Diode forward voltage decreases by approximately -2mV/°C, making diodes useful as temperature sensors.
VF≈0.7V at 1mA. n≈1.8. I_S≈1e-14A. Max 1A typical. Used for rectification and general purpose (1N4148, 1N4007).
VF≈0.3V at 1mA. n≈1.05. Fast switching, low VF. Used in power supplies (low loss), RF detectors. Higher leakage than Si.
Red: 1.8V, Yellow: 2.0V, Green: 2.2V, Blue: 3.3V, White: 3.3V. I_S is higher (~1e-20 to 1e-7A). Current limited by series resistor.
VF drops ~-2mV/°C. V_T increases with T (25.85mV at 25°C, 26.9mV at 50°C). I_S doubles every ~10°C (exponential with T).
Free online calculators and tools covering mathematics, unit conversion, text processing, and daily life. Accurate, fast, mobile-friendly, and completely free to use.
© 2026 IP331.com — Free Online Tools. All rights reserved.
About · Contact · Privacy Policy · Cookie Policy · Terms of Use · Disclaimer · Sitemap