Voltage Drop Resistor Formula:
From: | To: |
The voltage drop resistor calculation determines the resistance needed to achieve a desired voltage drop in a circuit while carrying a specific current. This is fundamental in electronics for powering components at lower voltages than the supply voltage.
The calculator uses Ohm's Law in the form:
Where:
Explanation: The equation calculates the resistor value that will drop exactly (Vin - Vout) volts when current I flows through it.
Details: Correct voltage dropping is essential for protecting sensitive components, creating voltage dividers, and designing power supplies. Using the wrong resistor can lead to component damage or insufficient voltage.
Tips: Enter input voltage (must be higher than output voltage), desired output voltage, and expected current. All values must be positive numbers, and current must be greater than zero.
Q1: What happens if my current changes?
A: The voltage drop will change proportionally with current. For stable voltage regulation, consider using a voltage regulator instead.
Q2: How do I choose resistor power rating?
A: Calculate power dissipation using P = I²R and choose a resistor with at least 2x that rating for safety.
Q3: Can I use this for AC circuits?
A: This calculation works for DC only. For AC, you need to consider impedance and phase angles.
Q4: What if I need very precise voltage?
A: Simple resistor voltage dividers are affected by load variations. For precision, use voltage regulators or reference circuits.
Q5: How does temperature affect this?
A: Resistor values change with temperature, which may affect your voltage drop in precision applications.