
Learn how power in linear circuits comes from voltage and current, using Ohm's law and delta V, and that power equals voltage times current.
Rewrite power equation to distinguish absorbed from generated power in circuits, using P = V I with delta V and current into the positive terminal for loads, motors, and lights.
Ground at 0 V, a -1 V source and a 4 V source establish 3 V across a 470 ohm resistor; Ohm's law gives 6.38 mA.
Explore power equations and Ohm's law, deriving P = I^2 R and P = V^2 / R from V = IR, noting these formulas apply only to resistors, not sources.
Explore power in circuits, its unit the watt, equal to one joule per second, and the universal p = v i form, with p = i^2 r for resistors only.
Explore a two-source circuit where one battery generates power and the other absorbs it, linked by a low-resistance cable. Use Ohm's law to compute current and verify power balance.
Analyze a current source circuit with a 10 ohm resistor, showing 40 W absorbed by the resistor and 40 W generated by the source, ensuring power sums to zero.
Compute power in a circuit with a 10-ohm resistor and a 2-amp current source, yielding a 20-volt drop and 40 watts absorbed, then verify by power balance.
Day 4 of Linear Circuits. Students are introduced to electrical power. Many students will already be familiar with the equation P = V I. We rewrite this equation to make it easier to use and provide you with lots and lots of examples.
The material covers all of the lecture material from a fourth lecture in a traditional, sophomore-level linear circuits class.