Dropping Resistor Formula:
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Definition: This calculator determines the resistance needed to drop a DC voltage from a higher input voltage to a desired lower output voltage at a specific current.
Purpose: It helps electronics engineers and hobbyists select the proper resistor for voltage reduction in DC circuits.
The calculator uses Ohm's Law in the form:
Where:
Explanation: The voltage drop across the resistor equals the difference between input and output voltages, and resistance is calculated using Ohm's Law.
Details: Proper resistor selection ensures correct voltage delivery to components, prevents damage from overvoltage, and maintains circuit stability.
Tips: Enter the input voltage (must be higher than output), desired output voltage, and expected current. All values must be > 0 (except Vout which can be 0).
Q1: What happens if Vin is less than Vout?
A: The calculator won't compute as you can't drop voltage below the input using just a resistor (would require a voltage booster).
Q2: How do I account for power dissipation?
A: Calculate power (P = I²R) and ensure the resistor's wattage rating exceeds this value with margin.
Q3: What if my current varies?
A: Use the maximum expected current for worst-case scenario calculations.
Q4: Are there alternatives to dropping resistors?
A: Yes, voltage regulators are more efficient for large voltage drops or varying loads.
Q5: How precise do resistor values need to be?
A: Standard resistor tolerances (5%, 1%) are usually sufficient unless high precision is required.