# Electric Circuit Fundamentals: Components & Types

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• 0:05 An Analogy for…
• 0:47 Series Circuits
• 5:12 Parallel Circuits
• 8:11 Lesson Summary

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Lesson Transcript
Instructor: Jim Heald

Jim has taught undergraduate engineering courses and has a master's degree in mechanical engineering.

Electric circuits can be configured to power several loads, such as light bulbs, in series or in parallel. In this lesson, we'll look at both types of circuits and see how the voltage, current, and resistance are affected by installing additional loads.

## An Analogy for Electric Circuits

A new Mega-Mart just opened up in my neighborhood last month. Being the curious type, I decided to go check it out on opening day. Something I found unique about the store was the way that they had the checkout registers set up. There were multiple registers, but instead of forming a line at each one, everyone waited in a single line and then went to the next available register one at a time. While I was waiting to make my purchases, I started thinking about how the checkout lines would be a great analogy for the different configurations of electric circuits. Let's talk about my day at the store as we learn about series and parallel electric circuits.

## Series Circuits

When I visited the store on opening day, they still hadn't hired enough cashiers, so only one register was open. Everyone waiting in line had to go through this one register if they wanted to get checked out. Being conscientious of the fact that there was a long line, each customer rushed as fast as they could to get their merchandise unloaded, paid for, and bagged. This left them quite exhausted and without any energy by the time they were on their way out to the parking lot. To pass the time while I waited, I kept track of how quickly people were checking out and counted two customers per minute. This meant that every minute, two people were leaving and the line was getting shorter by two people.

If we were to build an electric circuit that represented the checkout line, it would look like a series circuit because it provides only one path for the electrons to flow through the resistance. Electrons flow through the circuit because they are trying to get from the negative end of the battery to the positive end. This is similar to the customers trying to get from the shopping area and out to the parking lot by passing through the checkout. Therefore, the bulb is like the checkout register because they both act as a resistance that impedes flow. Like the customers at the register, the electrons go through the resistance of the bulb as fast as they can, and as a result, they lose nearly all of their energy. Voltage is basically a measurement of how much energy an electron has, so when the energy drops, so does the voltage. In this case, the electrons start out with as much voltage as the battery and lose nearly all of it as they pass through the bulb.

Back at the store, my luck took a turn for the worse. As if only having one register open wasn't bad enough, the store manager decided to set up a security checkpoint at the door. Each customer had to unload their bags and let the security guard check off each item on their receipt before they could leave. Needless to say, this slowed things down considerably. A funny thing happened as a result of this added resistance. Since the checkpoint was backing things up, the customers at the register were no longer rushing because they knew they would end up waiting at the checkpoint if they went too fast. As a result of slowing down, they weren't expending all of their energy at the register and were left with just enough energy to get through the checkpoint. However, by the time they did get through the checkpoint and out to the parking lot, they were again completely exhausted. Facing an even longer wait, I again counted how quickly people were moving through and found that the added resistance of the checkpoint had slowed things down to only one customer per minute.

To represent the security checkpoint in our electric circuit, we could do so by adding a second light bulb, which adds another resistance. The total resistance of the circuit now becomes the sum of the resistances of the two bulbs, which determines how quickly the electrons can flow through the circuit. Every time a resistance is added to a series circuit, the total resistance goes up, which means the current will go down. As a result of the reduced current, the electrons passing through the first bulb don't lose as much voltage as before. This means they still have some voltage left when they get to the second bulb. However, passing through the bulb uses up the remaining voltage, and they're back to zero by the time they return to the battery. The amount of voltage lost in each bulb will depend on the resistances, but one thing is always certain: The sum of the voltages lost in each resistance will always equal the voltage of the battery. This holds true no matter how many bulbs, or resistances, are added to the circuit.

An important thing to note is that even though the voltage lost in each bulb can be different, the current flowing through them is exactly the same. In fact, the current is the same in all parts of a series circuit. Just like the next customer couldn't go to the register until the previous one was done, electrons can't flow into a bulb unless other electrons flow out. It is this sequential movement of electrons that gives a series circuit its name.

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