Susan Brown

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  • in reply to: Module 2 unit 1 "both compartments warm" #14799
    Susan Brown
    Keymaster

      Glad to hear it!

      in reply to: Voltage drop #14796
      Susan Brown
      Keymaster

        Yes! As it would also be for the booster. Does this clear up this scenario, or so you have any other questions?

        in reply to: Module 2 unit 1: water leaking get frig #14793
        Susan Brown
        Keymaster

          yep!

          in reply to: Module 2 unit 1 "both compartments warm" #14792
          Susan Brown
          Keymaster

            That’s correct! I’m glad you were a little wary of saying “sealed system”, because of the whole “shot of freon” thing, but in the situation where both compartments are warm, that’s the first area you want to check and either confirm (and often tell them to buy a new one, if it’s an older fridge) or rule out and move on to the controls.

            in reply to: Voltage drop #14791
            Susan Brown
            Keymaster

              Okay – so if the ignitor [answer hidden] what is its voltage supply? What is its voltage drop?

              in reply to: equivalent resistance #14775
              Susan Brown
              Keymaster

                Here’s how I get that:

                1/30 + 1/50 = 0.0333 + 0.02 = 0.0533

                Then 1/0.053 = 18.75

                in reply to: equivalent resistance #14773
                Susan Brown
                Keymaster
                  in reply to: module 3 unit 3 Ohms law #14760
                  Susan Brown
                  Keymaster

                    Hi Kaleb,

                    You will be encountering similar calculations as you move along, so it is awesome that you are asking for help understanding this, even though you technically passed the quiz!

                    First of all, we step you through a similar calculation in the last video of this unit. That’s helpful to review. And read the caution under that video about using the P = E(squared) / R equation. That only works if you calculated the voltage drop across the loose connection first – you can’t use the entire source voltage. Since we haven’t yet covered voltage drop in detail at this point in the course, there’s a better equation to use for P that involves I and R.

                    Rewatch that video and see if that helps you. If there’s something you can’t quite follow, let me know!

                    in reply to: Voltage drop #14758
                    Susan Brown
                    Keymaster

                      correct – if a load is by itself in a circuit, then we know it will drop the source voltage across it.

                      Okay – now onto the other loads in the gas valve circuit that you are having trouble with. The next step is to make sure you know which loads are getting current, and what their relationship is with each other (series or parallel).

                      1. Which loads are getting current? Which are not?
                      2. Do the “Zen trick” on the loads that are getting current. Which ones (if any) are in series?

                      in reply to: Voltage drop #14755
                      Susan Brown
                      Keymaster

                        Correct!

                        So, if you have only one load in a particular circuit, do you need to know its resistance in order to know what its voltage drop is?

                        in reply to: Voltage drop #14753
                        Susan Brown
                        Keymaster

                          Jordan – where’d you go? 🙂

                          in reply to: Voltage drop #14752
                          Susan Brown
                          Keymaster

                            Correct!

                            One way you can think of it is that “voltage” is a cause – it causes electrons to flow. “Voltage drop” is an effect – the result of electrons flowing through a load.

                            And you are correct that if we have loads in a series, the voltage drop across each load is based on the resistance. We can calculate that using E = I x R.

                            What is true about the sum of all of those voltage drops (if you have two or more loads in series)?

                            in reply to: Voltage drop #14742
                            Susan Brown
                            Keymaster

                              Hi Jordan,

                              Thanks for posting a topic! I’m going to step you through with some questions to help you with this, so we’ll go back and forth a bit. Be sure to keep an eye out for my replies!

                              Let’s first just make sure you understand voltage drop. The general term “voltage” means a difference in electrical charge between two points. Voltage drop is a more specific type of voltage – can you describe in just a few words what voltage drop is?

                              in reply to: Equivalent Resistance #14729
                              Susan Brown
                              Keymaster

                                Correct. Current flowing through a load will create a voltage difference, which we call a “voltage drop”. The main reason we have a slightly different term for that is that there’s a big functional difference between “potential” voltage and voltage drop.

                                You can think of voltage as a cause, and voltage drop as an effect.

                                Voltage causes current to flow (if there’s a complete circuit for the electrons)
                                Voltage drop is a result of current flowing through a load/resistance.

                                When you have voltage drop, you will have work being done (power is voltage AND current)

                                in reply to: Equivalent Resistance #14727
                                Susan Brown
                                Keymaster

                                  Well, what I was talking about is just a wire. Two points along a wire, when there is no component between the two points you are measuring – you’ll measure 0 volts because there is no difference in electrical charge between those points.

                                  If a switch is open, there will be a difference in charge because of the open in the circuit.

                                  If a switch is closed, it will be just like you are measuring two points along the same wire, with no difference in charge.

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