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Capacitors Explained - The basics how capacitors work working principle
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00:00:05.480 --> 00:00:06.313 Hey there guys. 00:00:06.313 --> 00:00:08.670 Paul here from TheEngineeringMindset.com. 00:00:08.670 --> 00:00:10.980 In this video, we're going to go look at the capacitors 00:00:10.980 --> 00:00:12.980 to learn how they work, where we use them, 00:00:12.980 --> 00:00:14.800 and why they are important. 00:00:14.800 --> 00:00:17.750 Remember, electricity is dangerous and can be fatal. 00:00:17.750 --> 00:00:19.300 You need to be qualified and competent 00:00:19.300 --> 00:00:21.130 to perform any electrical work. 00:00:21.130 --> 00:00:23.030 Do not touch the terminals of a capacitor, 00:00:23.030 --> 00:00:25.310 as it can cause an electric shock. 00:00:25.310 --> 00:00:27.240 So what is a capacitor? 00:00:27.240 --> 00:00:30.060 A capacitor stores the electrical charge. 00:00:30.060 --> 00:00:31.690 It's a bit like a battery, 00:00:31.690 --> 00:00:34.600 except that it stores energy in a different way. 00:00:34.600 --> 00:00:36.750 Can't save as much power as battery, 00:00:36.750 --> 00:00:40.420 though it can charge and release its energy much faster. 00:00:40.420 --> 00:00:43.330 This is very useful, and this is why you will find capacitors 00:00:43.330 --> 00:00:45.580 used on almost every circuit board. 00:00:45.580 --> 00:00:47.610 So how does the capacitor work? 00:00:47.610 --> 00:00:49.740 I want you to first think of a water pipe 00:00:49.740 --> 00:00:51.400 with water flowing through it. 00:00:51.400 --> 00:00:54.660 The water will continue to flow until we close the valve, 00:00:54.660 --> 00:00:58.080 then no water can flow, however, if after the valve, 00:00:58.080 --> 00:01:00.530 first we let the water flow into a tank, 00:01:00.530 --> 00:01:02.650 then the tank will store some of the water 00:01:02.650 --> 00:01:05.730 but we will continue to receive water flowing from the pipe. 00:01:05.730 --> 00:01:07.100 Now when we close the valve, 00:01:07.100 --> 00:01:09.330 the water will stop spilling into the tank 00:01:09.330 --> 00:01:10.730 but we still get the steady supply 00:01:10.730 --> 00:01:13.350 water out until the reservoir empties. 00:01:13.350 --> 00:01:14.820 Once the tank is filled again, 00:01:14.820 --> 00:01:18.090 we can open and close the valves whenever we like. 00:01:18.090 --> 00:01:20.270 As long as we don't completely empty the tank, 00:01:20.270 --> 00:01:22.500 we will get an uninterrupted water supply outside 00:01:22.500 --> 00:01:24.060 the last of the pipe. 00:01:24.060 --> 00:01:26.230 So we can use a water tank to store water 00:01:26.230 --> 00:01:29.060 and smooth outages in supply. 00:01:29.060 --> 00:01:32.400 In electric circuits, the capacitor acts as a water tank 00:01:32.400 --> 00:01:34.140 and saves energy. 00:01:34.140 --> 00:01:36.310 May release this soothe outages 00:01:36.310 --> 00:01:37.740 to supply. 00:01:37.740 --> 00:01:40.550 If we were to turn a simple circuit and turn it off too soon 00:01:40.550 --> 00:01:43.620 without a capacitor, then the light will turn on, 00:01:43.620 --> 00:01:46.430 but if we connect a capacitor to the circuit, 00:01:46.430 --> 00:01:48.950 then the light will remain on during interruptions, 00:01:48.950 --> 00:01:50.680 at least for a short duration, 00:01:50.680 --> 00:01:52.810 because the capacitor is now discharging 00:01:52.810 --> 00:01:54.890 and circuit power. 00:01:54.890 --> 00:01:56.240 Within a basic capacitor, 00:01:56.240 --> 00:01:58.100 we have two metal conductive plates, 00:01:58.100 --> 00:02:01.060 which are usually made of aluminum or aluminum, 00:02:01.060 --> 00:02:02.200 and these shall be separated 00:02:02.200 --> 00:02:05.480 from a dielectric insulator materials such as ceramic. 00:02:05.480 --> 00:02:07.910 Dielectric means the material will be polarized 00:02:07.910 --> 00:02:09.690 when you are in contact with an electric field, 00:02:09.690 --> 00:02:11.720 and we'll see what that means soon. 00:02:11.720 --> 00:02:13.580 One side of the capacitor is connected 00:02:13.580 --> 00:02:15.460 on the positive side of the circuit, 00:02:15.460 --> 00:02:18.160 and the other is related to the negative. 00:02:18.160 --> 00:02:19.470 On the capacitor side, 00:02:19.470 --> 00:02:21.200 you will see a bar and a symbol. 00:02:21.200 --> 00:02:24.010 This will indicate which side is negative. 00:02:24.010 --> 00:02:26.940 If we were to connect a capacitor for a battery, 00:02:26.940 --> 00:02:28.640 the voltage will push the electrons 00:02:28.640 --> 00:02:31.780 from the negative terminal above the capacitor. 00:02:31.780 --> 00:02:34.670 The electrons will be built into one plate of the capacitor, 00:02:34.670 --> 00:02:38.130 while the other plate, in turn, emits some electrons. 00:02:38.130 --> 00:02:40.150 Electrons cannot pass through the capacitor 00:02:40.150 --> 00:02:42.370 due to the insulating material. 00:02:42.370 --> 00:02:45.740 Finally, the capacitor is the same voltage as the battery 00:02:45.740 --> 00:02:47.940 and no more electrons will flow. 00:02:47.940 --> 00:02:50.770 Now there is a rise of electrons to one side. 00:02:50.770 --> 00:02:52.360 This means that we have saved energy 00:02:52.360 --> 00:02:54.520 and we can release this when needed. 00:02:54.520 --> 00:02:56.810 Because there are even more electrons on one side compared 00:02:56.810 --> 00:02:59.700 on the other hand, and the electrons are negatively charged, 00:02:59.700 --> 00:03:01.727 it means we have one that is negative 00:03:01.727 --> 00:03:03.640 and one side which is positive, 00:03:03.640 --> 00:03:05.390 so there is a change in potential, 00:03:05.390 --> 00:03:07.650 or a change of tension between the two, 00:03:07.650 --> 00:03:10.100 and we can measure this with a multimeter. 00:03:10.100 --> 00:03:11.650 The tension is like pressure. 00:03:11.650 --> 00:03:14.080 When we measure pressure, we are measuring change 00:03:14.080 --> 00:03:17.060 or the possible difference between the two points. 00:03:17.060 --> 00:03:19.350 If you imagine a pressurized water pipe, 00:03:19.350 --> 00:03:22.240 we can see the pressure using a pressure gauge. 00:03:22.240 --> 00:03:25.410 The pressure gauge is comparing two different points, too: 00:03:25.410 --> 00:03:27.700 the pressure inside the tube is compared 00:03:27.700 --> 00:03:30.400 at atmospheric pressure outside the pipe. 00:03:30.400 --> 00:03:32.990 When the tank is empty, the meter reads zero 00:03:32.990 --> 00:03:35.610 because the pressure inside the tank is now equal 00:03:35.610 --> 00:03:37.460 pressure outside the tank, 00:03:37.460 --> 00:03:39.800 thus the gauge has nothing to compare against; 00:03:39.800 --> 00:03:41.700 both are the same pressure. 00:03:41.700 --> 00:03:44.440 Same thing with tension, we are comparing difference 00:03:44.440 --> 00:03:46.300 between the two points. 00:03:46.300 --> 00:03:49.110 If we measure with a 1.5 volt battery, 00:03:49.110 --> 00:03:53.160 then we read a difference of 1.5 volts between each end, 00:03:53.160 --> 00:03:56.140 but if we measure the same end, then we read zero 00:03:56.140 --> 00:03:59.010 because there is no difference and it will be the same. 00:03:59.010 --> 00:04:01.290 Returning to the capacitor, we measure beyond 00:04:01.290 --> 00:04:03.580 and read a difference voltage between the two 00:04:03.580 --> 00:04:05.880 due to the uplift of electrons. 00:04:05.880 --> 00:04:07.030 We still get this reading 00:04:07.030 --> 00:04:09.540 even when we disconnect the battery. 00:04:09.540 --> 00:04:11.170 If you remember, with magnets, 00:04:11.170 --> 00:04:13.920 the opposites draw and pull towards each other. 00:04:13.920 --> 00:04:15.430 The same thing happens with construction 00:04:15.430 --> 00:04:17.460 of negatively charged electrons. 00:04:17.460 --> 00:04:20.140 They are attracted to positively charged particles 00:04:20.140 --> 00:04:22.530 of their atoms on the opposite plate. 00:04:22.530 --> 00:04:24.120 They can never get to each other 00:04:24.120 --> 00:04:26.480 00:04:26.480 --> 00:04:29.360 This pull between the two sides is an electric field, 00:04:29.360 --> 00:04:33.120 which holds electrons in place until another path is made. 00:04:33.120 --> 00:04:35.740 If we then put a small lamp in the circuit, 00:04:35.740 --> 00:04:37.880 a path now exists for the flowing electrons 00:04:37.880 --> 00:04:39.920 and reach the opposite side. 00:04:39.920 --> 00:04:42.730 So the electrons will flow through the lamp, powering it, 00:04:42.730 --> 00:04:44.410 and the electrons will reach the other side 00:04:44.410 --> 00:04:45.920 of the capacitor. 00:04:45.920 --> 00:04:47.870 This will only last a short duration, though, 00:04:47.870 --> 00:04:51.270 until the creation of electrons equals on each side. 00:04:51.270 --> 00:04:52.860 Then the voltage is zero. 00:04:52.860 --> 00:04:55.970 So there is no driving force and no electrons will flow. 00:04:55.970 --> 00:04:57.620 After we reconnect the battery, 00:04:57.620 --> 00:04:59.900 the capacitor will start charging. 00:04:59.900 --> 00:05:01.787 This allows us to cut off the power supply 00:05:01.787 --> 00:05:03.740 and the capacitor that will provide electricity 00:05:03.740 --> 00:05:05.600 during these outages. 00:05:05.600 --> 00:05:07.890 So where do we use capacitors? 00:05:07.890 --> 00:05:10.770 They look a little different but they are easy to see. 00:05:10.770 --> 00:05:13.837 On county boards, they tend to look something like this, 00:05:13.837 --> 00:05:16.350 and we see them represented in engineering drawings 00:05:16.350 --> 00:05:17.910 with symbols like these. 00:05:17.910 --> 00:05:19.520 We can also get larger capacitors, 00:05:19.520 --> 00:05:21.790 which are used, for example, in induction motors, 00:05:21.790 --> 00:05:24.100 ceiling fans, and air conditioning units. 00:05:24.100 --> 00:05:25.380 We can have even bigger, 00:05:25.380 --> 00:05:27.170 which are used to correct the weak energy factor 00:05:27.170 --> 00:05:28.840 in large buildings. 00:05:28.840 --> 00:05:31.880 On the side of the capacitor, we will find two values. 00:05:31.880 --> 00:05:34.460 These are capacity and voltage. 00:05:34.460 --> 00:05:37.060 We measure the capacity of the capacitor in units 00:05:37.060 --> 00:05:39.550 of Farads, which we denote with a capital F, 00:05:39.550 --> 00:05:43.040 though we would usually measure a capacitor in the microfarads. 00:05:43.040 --> 00:05:45.520 With microfarades, we just have a symbol before that, 00:05:45.520 --> 00:05:48.160 which looks like something a U-tail letter. 00:05:48.160 --> 00:05:49.710 The other value is our tension, 00:05:49.710 --> 00:05:52.460 which we measure volts, with a capital V. 00:05:52.460 --> 00:05:55.470 In the capacitor, the value voltage is the maximum voltage 00:05:55.470 --> 00:05:57.440 which the capacitor can handle. 00:05:57.440 --> 00:05:59.740 We have covered the tension in detail in a separate video. 00:05:59.740 --> 00:06:02.200 Check it out, the link is down. 00:06:02.200 --> 00:06:03.890 As I said, the capacitor is rated 00:06:03.890 --> 00:06:05.600 to handle a given voltage. 00:06:05.600 --> 00:06:08.550 If we overcame this, then the capacitor would explode. 00:06:09.410 --> 00:06:11.460 Let's see it in slow motion. 00:06:13.430 --> 00:06:15.080 Eh, very good. 00:06:15.080 --> 00:06:16.823 So why use capacitors? 00:06:17.710 --> 00:06:19.970 One of the most common applications of capacitors 00:06:19.970 --> 00:06:23.400 in large buildings it is for power factor correction. 00:06:23.400 --> 00:06:26.260 When many inductive loads are placed on a circuit, 00:06:26.260 --> 00:06:29.010 current and voltage waveforms will fall out of sync 00:06:29.010 --> 00:06:32.820 with each other and the current will remain behind the tension. 00:06:32.820 --> 00:06:35.020 We then use capacitor banks to counter this 00:06:35.020 --> 00:06:37.610 and bring both back to the lining. 00:06:37.610 --> 00:06:39.650 We have covered the power factor before in great detail. 00:06:39.650 --> 00:06:41.940 00:06:41.940 --> 00:06:44.580 Another very common application is to smooth the peaks 00:06:44.580 --> 00:06:47.840 when converting AC energy to DC. 00:06:47.840 --> 00:06:49.470 When using a full bridge rectifier, 00:06:49.470 --> 00:06:51.150 the AC sinus wave is sliding 00:06:51.150 --> 00:06:54.083 to make the negative cycle flow in a positive direction. 00:06:55.120 --> 00:06:56.730 This will trick the county into thinking 00:06:56.730 --> 00:06:59.610 it's getting direct power, but one of the problems 00:06:59.610 --> 00:07:02.223 with this method it is gap between the peaks. 00:07:03.120 --> 00:07:05.550 But as we saw before, we can use a capacitor 00:07:05.550 --> 00:07:07.330 to release energy into the circuit 00:07:07.330 --> 00:07:08.700 during these outages, 00:07:08.700 --> 00:07:10.490 and this will calm the power supply 00:07:10.490 --> 00:07:13.020 look more like a DC supply. 00:07:13.020 --> 00:07:14.320 We can measure capacity 00:07:14.320 --> 00:07:17.490 and voltage stored using a multimeter. 00:07:17.490 --> 00:07:20.200 Not all multimeters have the capacity function, 00:07:20.200 --> 00:07:21.710 but will leave a link down 00:07:21.710 --> 00:07:24.180 for the model I personally use. 00:07:24.180 --> 00:07:26.240 You have to be very careful with capacitors. 00:07:26.240 --> 00:07:27.990 As we now know, they conserve energy 00:07:27.990 --> 00:07:30.630 and can maintain high voltage values for a long time, 00:07:30.630 --> 00:07:33.190 even when disconnected from a circuit. 00:07:33.190 --> 00:07:36.480 To control the voltage, we switch to DC voltage on our meter, 00:07:36.480 --> 00:07:37.670 and then we hook up the red wire 00:07:37.670 --> 00:07:39.430 on the positive side of the capacitor 00:07:39.430 --> 00:07:42.030 and the black wire on the negative side. 00:07:42.030 --> 00:07:43.890 If we get a reading of a few volts or more, 00:07:43.890 --> 00:07:45.270 then we need to download it 00:07:45.270 --> 00:07:48.210 securely connecting terminals to a resistor 00:07:48.210 --> 00:07:50.730 and keep reading the tension. 00:07:50.730 --> 00:07:52.800 We want to make sure it is downsized 00:07:52.800 --> 00:07:54.970 in millivolts range before its treatment, 00:07:54.970 --> 00:07:56.960 or else we might have a shock. 00:07:56.960 --> 00:07:59.480 To measure capability, we simply change the meter 00:07:59.480 --> 00:08:01.010 to the capacitor function. 00:08:01.010 --> 00:08:02.930 We connect the red wire to the positive side 00:08:02.930 --> 00:08:05.000 00:08:05.000 --> 00:08:07.700 After a short delay, the meter will give us a reading. 00:08:07.700 --> 00:08:09.990 We will probably get a reading close to the stated value 00:08:09.990 --> 00:08:11.680 but not correct. 00:08:11.680 --> 00:08:14.690 For example, this is estimated at 1,000 microfarads, 00:08:14.690 --> 00:08:18.680 but when we read it, we get a measurement of about 946. 00:08:18.680 --> 00:08:20.960 This is estimated at 33 microfarads, 00:08:20.960 --> 00:08:23.830 but we measure it, we get about 36. 00:08:23.830 --> 00:08:25.510 Okay, guys, this is this video, 00:08:25.510 --> 00:08:26.820 but to continue your teaching, 00:08:26.820 --> 00:08:28.920 then check out one of the videos on screen now 00:08:28.920 --> 00:08:30.750 and I'll take you there for the next lesson. 00:08:30.750 --> 00:08:33.070 Don't forget to follow us on Facebook, Twitter, Instagram, 00:08:33.070 --> 00:08:35.323 and of course, TheEngineeringMindset.com.
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