0:00:00.731,0:00:05.106 In the last video, we talked about series[br]in parallel and color coding our circuits, 0:00:05.106,0:00:07.490 so that we were able to[br]see series in parallel. 0:00:07.490,0:00:11.105 Now, let me show you how we actually[br]do that in a battery charging circuit. 0:00:11.105,0:00:14.979 This is useful if you have a motor home,[br]okay? 0:00:14.979,0:00:16.913 Here are two batteries, for example. 0:00:16.913,0:00:20.340 Let's decide if they're in series or[br]parallel. 0:00:20.340,0:00:23.075 Right here, let's color code our circuit. 0:00:23.075,0:00:23.987 So here's one. 0:00:23.987,0:00:27.285 Is that an extraordinary or[br]an ordinary node? 0:00:27.285,0:00:28.676 That's an ordinary node. 0:00:28.676,0:00:31.783 Here's another ordinary node. 0:00:31.783,0:00:36.864 And finally, one more ordinary. 0:00:36.864,0:00:39.301 Okay, so I have three ordinary nodes. 0:00:39.301,0:00:43.136 I have two batteries that[br]are connected by one color. 0:00:43.136,0:00:44.622 And so they are in series. 0:00:44.622,0:00:48.215 12 volts is in series[br]with the other 12 volts. 0:00:48.215,0:00:53.332 So the total voltage that I have is[br]12 volts in series with 12 volts or 0:00:53.332,0:00:55.566 24 volts from top to bottom. 0:00:55.566,0:00:58.867 Now, I would connect my[br]batteries up just like this. 0:00:58.867,0:01:02.882 See if I two car batteries, for[br]example and I wanted to hook them up. 0:01:02.882,0:01:07.605 I would literally take the positive[br]arm of one battery that would 0:01:07.605,0:01:10.240 come out to the top of my 24 volts. 0:01:10.240,0:01:14.569 I would take the negative terminal of one[br]battery and connect it to the positive 0:01:14.569,0:01:18.832 terminal of the other, and I'd take[br]the negative terminal of that battery, 0:01:18.832,0:01:22.392 and connect it up, and[br]I would end up with a 24-volt battery. 0:01:22.392,0:01:24.247 Now, let's also talk about the current. 0:01:24.247,0:01:28.362 Let's say that this battery is[br]capable of delivering 20 amp hours. 0:01:28.362,0:01:31.855 Well, I I would now have two batteries. 0:01:31.855,0:01:36.064 Both capable of delivering 20-amp hours,[br]but they would have 24 volts. 0:01:36.064,0:01:41.548 So they still would be a 24 volt,[br]20-amp hour battery. 0:01:41.548,0:01:43.682 Now, let's go to the parallel connection. 0:01:43.682,0:01:47.079 Here I have two 12-volt batteries and[br]let's color-code them, and 0:01:47.079,0:01:48.786 see if they really are in parallel. 0:01:48.786,0:01:50.304 So here is one. 0:01:50.304,0:01:53.440 Is that an ordinary or[br]an extraordinary node? 0:01:53.440,0:01:55.280 That's an extraordinary node. 0:01:55.280,0:01:59.831 And right here, ordinary or extraordinary. 0:01:59.831,0:02:02.639 That's an extra ordinary node, okay? 0:02:02.639,0:02:05.805 Well, in my parallel connection,[br]I can see that they are parallel, 0:02:05.805,0:02:08.223 because they share the two colors,[br]red and yellow. 0:02:08.223,0:02:11.663 And remember that if I[br]have a parallel circuit, 0:02:11.663,0:02:15.370 the voltage stays the same,[br]but what does change? 0:02:15.370,0:02:17.783 Okay, so I hook them up this way. 0:02:17.783,0:02:21.824 I will connect both positive terminals[br]together and that will come out to here, 0:02:21.824,0:02:24.313 and the negative terminals[br]will come out there. 0:02:24.313,0:02:28.277 What happens is my voltage the same,[br]but I can get more current. 0:02:28.277,0:02:33.184 So instead of having the 20-amp hour[br]system, I have a 40-amp hour system. 0:02:33.184,0:02:35.342 So let's go back and take a look. 0:02:35.342,0:02:38.716 Here I have my batteries in series,[br]I doubled my voltage. 0:02:38.716,0:02:43.614 Here I have my batteries in parallel,[br]I'm doubling my current. 0:02:43.614,0:02:45.032 Now, here some other combinations. 0:02:45.032,0:02:47.830 Let's see what's in[br]series in parallel here. 0:02:47.830,0:02:51.283 Okay, there is one ordinary or[br]extraordinary node. 0:02:51.283,0:02:53.070 Yep, ordinary node. 0:02:53.070,0:02:55.280 Here is ordinary or extraordinary. 0:02:55.280,0:02:56.280 That's extraordinary. 0:02:58.840,0:03:01.404 Here is another extraordinary node and 0:03:01.404,0:03:05.216 I still have one more ordinary[br]node right there in middle. 0:03:08.574,0:03:12.665 Okay, this is how the batteries would[br]be hooked up just like in this picture. 0:03:12.665,0:03:14.469 All right, what do I have here? 0:03:14.469,0:03:17.115 I have two batteries right there. 0:03:17.115,0:03:19.175 They're in series, they share one color. 0:03:19.175,0:03:22.758 12 volts in series with 12 volts and 0:03:22.758,0:03:29.140 I have another 12 volts in series[br]with 12 volts right there. 0:03:29.140,0:03:32.823 And they are in, sorry,[br]oops, that's not series. 0:03:32.823,0:03:34.326 They are in parallel. 0:03:34.326,0:03:38.999 So I have 12 volts in series[br]with 12 volts, which is 24 and 0:03:38.999,0:03:42.888 that is parallel with[br]another 24-volt battery. 0:03:42.888,0:03:47.648 The combination of these gave me both[br]double voltage and double current. 0:03:50.188,0:03:52.882 Now, let's see another way[br]we might hook that up. 0:03:52.882,0:03:56.640 Right here,[br]we could hook up kind of the same thing. 0:03:56.640,0:03:59.904 It sort of looks like it might[br]be the same, let's check it out. 0:03:59.904,0:04:03.717 Okay, right there,[br]all of those connect up together. 0:04:07.718,0:04:11.276 How is this different[br]than my previous case? 0:04:15.044,0:04:19.991 The only thing that's different is[br]that I am connecting my batteries up 0:04:19.991,0:04:24.608 by putting two in parallel like this and[br]another two in parallel and 0:04:24.608,0:04:27.009 then connecting those in series. 0:04:27.009,0:04:31.639 So it's like having two parallel[br]connections in series Instead of two 0:04:31.639,0:04:33.921 series connections in parallel. 0:04:33.921,0:04:35.463 Do I still get the same thing? 0:04:35.463,0:04:36.345 Well, let's see. 0:04:36.345,0:04:40.626 So right here, I had a 12-volt[br]system that was 20-amp hour and 0:04:40.626,0:04:44.020 another 12-volt system[br]that was 20-amp hour. 0:04:44.020,0:04:48.458 Sorry, what do I have right here? 0:04:48.458,0:04:53.347 I have a 12-volt system,[br]but it is 40 amp hour and 0:04:53.347,0:04:58.564 I have another 12-volt system[br]that is 40 amp hour and 0:04:58.564,0:05:01.497 I put the 2 of those together and 0:05:01.497,0:05:06.622 the 12 volts in series[br]are going to give me 24 volts. 0:05:06.622,0:05:08.648 Now, let's talk about charging batteries. 0:05:08.648,0:05:10.774 I have a 12-volt battery charger and 0:05:10.774,0:05:14.389 I reconnect up like this in order[br]to charge my 12-volt battery. 0:05:14.389,0:05:20.171 If I wanted to charge my 24-volt system[br]with my 12-volt battery chargers, 0:05:20.171,0:05:21.368 what would I do? 0:05:21.368,0:05:28.311 I will connect the first battery charger[br]here and the second battery charger there. 0:05:28.311,0:05:30.521 If I wanted to pick my system this way, 0:05:30.521,0:05:33.502 I would be connecting at[br]12-volt charger here. 0:05:33.502,0:05:36.700 Another 12 the bottom part of the 12[br]volt charger there, here and here. 0:05:39.912,0:05:43.480 So in conclusion, the things that[br]we talked about today are voltage, 0:05:43.480,0:05:45.510 current and resistance. 0:05:45.510,0:05:47.870 Variable resistors and resistive sensors. 0:05:47.870,0:05:50.181 Measuring voltage currents and resistance. 0:05:50.181,0:05:52.310 Series and parallel elements. 0:05:52.310,0:05:54.110 Node, paths and loops. 0:05:54.110,0:05:56.780 We'll be talking about these[br]again throughout the semester. 0:05:58.380,0:06:01.170 Did you wonder where the picture[br]was from the front slide? 0:06:01.170,0:06:03.820 That's from Peekaboo Slot Canyon[br]near Kanab, Utah. 0:06:04.940,0:06:06.170 Thank you for joining me today.