1 00:00:00,360 --> 00:00:02,120 What is a resistor? 2 00:00:02,120 --> 00:00:04,759 A good definition might be this one. 3 00:00:04,759 --> 00:00:09,599 A resistor is a passive electrical component with a primary function to limit the flow 4 00:00:09,599 --> 00:00:11,740 of electric current. 5 00:00:11,740 --> 00:00:14,480 The standard symbols for resistors are given below. 6 00:00:14,480 --> 00:00:18,559 The zigzag on the left is the American standard and the one on the right is the international 7 00:00:18,559 --> 00:00:21,199 standard by the IEC. 8 00:00:21,199 --> 00:00:24,719 To explain the definition more clearly, we use the example of water that flows through 9 00:00:24,719 --> 00:00:26,280 a tube. 10 00:00:26,280 --> 00:00:30,699 The flow of water is similar to the electrical current in an electrical circuit. 11 00:00:30,699 --> 00:00:34,840 The pressure difference that causes the water to flow can be compared to a voltage difference 12 00:00:34,840 --> 00:00:38,060 which causes the flow of electrical current. 13 00:00:38,060 --> 00:00:42,000 If we create a resistance in the flow of water, the current will reduce. 14 00:00:42,000 --> 00:00:46,320 We can do this for example by making the tube more narrow at a certain place. 15 00:00:46,320 --> 00:00:48,960 A resistor is pretty much the same. 16 00:00:48,960 --> 00:00:52,539 The resistor has a higher resistance than the connecting leads and causes a reduced 17 00:00:52,539 --> 00:00:54,579 electrical current. 18 00:00:54,579 --> 00:00:58,179 We can see this in the water pipe that a pressure drop is created because of the narrow part 19 00:00:58,179 --> 00:00:59,820 in the middle. 20 00:00:59,820 --> 00:01:02,979 The pressure on the left is bigger than on the right. 21 00:01:02,979 --> 00:01:07,140 The resistor has a similar effect, here a voltage drop is created. 22 00:01:07,140 --> 00:01:12,099 The relation between the electrical current, voltage and resistance is described by Ohm's 23 00:01:12,099 --> 00:01:13,200 law. 24 00:01:13,200 --> 00:01:19,099 Mr. Ohm was a German scientist that discovered in 1827 that electrical resistance is equal 25 00:01:19,099 --> 00:01:22,060 to voltage divided over current. 26 00:01:22,060 --> 00:01:27,620 In this formula resistance is in ohms, voltage in volts and current in amps. 27 00:01:27,620 --> 00:01:31,859 A simple circuit with a battery and a resistor can explain this. 28 00:01:31,859 --> 00:01:36,420 The voltage source causes a current which is limited by the resistor. 29 00:01:36,420 --> 00:01:40,659 The voltage source is 2 volts and we want a current of 4 amps. 30 00:01:40,659 --> 00:01:43,500 So what resistance should the resistor have? 31 00:01:43,500 --> 00:01:47,540 According to Ohm's law, the resistance is equal to the voltage divided over current, 32 00:01:47,540 --> 00:01:51,519 or 2 over 4 is equal to 0.5 ohms. 33 00:01:51,519 --> 00:01:56,980 An example of an application of this simple network is a basic LED circuit. 34 00:01:56,980 --> 00:02:01,200 Suppose we want to light a red LED with a 9V battery. 35 00:02:01,200 --> 00:02:05,760 The LED has a specified maximum current of 30mA. 36 00:02:05,760 --> 00:02:10,020 If we directly connect the battery, the LED might burn out instantly. 37 00:02:10,020 --> 00:02:14,599 The LED practically doesn't create resistance, so the current will get much higher than the 38 00:02:14,599 --> 00:02:16,139 30mA. 39 00:02:16,139 --> 00:02:20,020 To prevent this we can place a resistor at the positive lead between the battery and 40 00:02:20,020 --> 00:02:21,520 the LID. 41 00:02:21,520 --> 00:02:25,759 The resistor should have a resistance which is just high enough to reduce the flow of 42 00:02:25,759 --> 00:02:28,659 current to 30mA. 43 00:02:28,659 --> 00:02:32,919 Using Ohm's law again, we know that the resistance is equal to voltage divided over 44 00:02:32,919 --> 00:02:39,460 current or 9V divided over 0.03A is 300 Ohms. 45 00:02:39,460 --> 00:02:44,159 If we now connect also the negative lead and create a circuit, the LID emits a nice red 46 00:02:44,159 --> 00:02:45,419 light. 47 00:02:45,419 --> 00:02:50,180 Using a resistor for an LID circuit is just one application, but there are numerous other 48 00:02:50,180 --> 00:02:53,060 applications and purposes for resistors. 49 00:02:53,060 --> 00:02:58,039 To give a complete overview would be absolutely impossible in this short video. 50 00:02:58,039 --> 00:03:01,819 There are a lot of different resistor types, all with their own applications, characteristics 51 00:03:01,819 --> 00:03:03,699 and construction. 52 00:03:03,699 --> 00:03:08,460 Fixed resistors have a constant resistance value and they are the most common type. 53 00:03:08,460 --> 00:03:12,659 When people talk about a resistor, they most probably mean a fixed resistor. 54 00:03:12,659 --> 00:03:15,939 The picture shows an actual carbon film resistor. 55 00:03:15,939 --> 00:03:20,400 Fixed resistors are available in axial and SMD packages. 56 00:03:20,400 --> 00:03:23,979 Variable resistors have an adjustable resistance value. 57 00:03:23,979 --> 00:03:27,780 Most variable resistors are adjusted by mechanical movement. 58 00:03:27,780 --> 00:03:32,800 When they are used as a variable voltage divider, they are called potentiometers. 59 00:03:32,800 --> 00:03:36,340 When they are used as variable resistance to control the current in the circuit, they 60 00:03:36,340 --> 00:03:38,060 are called rheostats. 61 00:03:38,060 --> 00:03:43,020 Digital potentiometers are controlled electronically instead of by mechanical action. 62 00:03:43,020 --> 00:03:47,340 A third category are resistors which have a varying resistance dependent on a physical 63 00:03:47,340 --> 00:03:51,360 quantity such as light, temperature or voltage. 64 00:03:51,360 --> 00:03:54,099 They are often used as measurement devices. 65 00:03:54,099 --> 00:03:58,319 Another breakdown of resistor types can be made according to resistance material and 66 00:03:58,319 --> 00:03:59,900 construction. 67 00:03:59,900 --> 00:04:03,919 Wire wound resistors are the oldest type which are still used today. 68 00:04:03,919 --> 00:04:08,599 They are constructed by winding a resistive wire around a non-conducting core. 69 00:04:08,599 --> 00:04:12,439 They can have very low resistance values and can be produced fairly accurate. 70 00:04:12,439 --> 00:04:14,539 Furthermore, they are very durable. 71 00:04:14,539 --> 00:04:19,579 A disadvantage is the parasitic reactants for higher frequencies. 72 00:04:19,579 --> 00:04:23,839 Carbon composition resistors are constructed with a mixture of a non-conducting ceramic 73 00:04:23,839 --> 00:04:26,019 and fine carbon particles. 74 00:04:26,019 --> 00:04:30,899 They are also very old, and used to be the most common resistor type a few decades ago. 75 00:04:30,899 --> 00:04:35,079 Although their properties are inferior to other types, regarding for example tolerance, 76 00:04:35,079 --> 00:04:37,600 they are still in demand for certain applications. 77 00:04:37,600 --> 00:04:41,339 For example, they have the ability to withstand high energy pulses. 78 00:04:41,339 --> 00:04:44,399 Carbon film resistors are widely used today. 79 00:04:44,399 --> 00:04:49,259 They are made out of a non-conducting core with a thin carbon film around it. 80 00:04:49,259 --> 00:04:54,199 Carbon film resistors have a higher accuracy than carbon composition resistors, but have 81 00:04:54,199 --> 00:04:58,639 inferior properties compared to metal or metal oxide film. 82 00:04:58,639 --> 00:05:02,680 Metal film resistors have a similar construction as carbon film resistors but have a metal 83 00:05:02,680 --> 00:05:04,399 layer instead of a carbon film. 84 00:05:04,399 --> 00:05:09,759 They have a better accuracy, a lower temperature coefficient and a fairly good stability. 85 00:05:09,759 --> 00:05:13,939 Metal oxide film resistors are even more durable and have a higher temperature resistance and 86 00:05:13,939 --> 00:05:16,720 reliability than the metal film resistors. 87 00:05:16,720 --> 00:05:21,500 Foil resistors have a resistive element of a thin metallic foil of several micrometers 88 00:05:21,500 --> 00:05:22,500 thick. 89 00:05:22,500 --> 00:05:26,259 They have the highest available precision and stability today. 90 00:05:26,259 --> 00:05:30,220 Most actual leaded resistors have a marking with colored bands to indicate the resistance 91 00:05:30,220 --> 00:05:32,199 value and tolerance. 92 00:05:32,199 --> 00:05:36,420 This resistor is a carbon composition resistor with four color bands. 93 00:05:36,420 --> 00:05:39,939 The first band gives the first digit of the resistance value. 94 00:05:39,939 --> 00:05:41,819 The second band gives the second digit. 95 00:05:41,819 --> 00:05:46,620 The third band indicates a multiplication factor and the fourth band gives away the 96 00:05:46,620 --> 00:05:48,980 tolerance of the resistor. 97 00:05:48,980 --> 00:05:53,240 You can try to memorize the meaning of each band and color, but you can also use the resistor 98 00:05:53,240 --> 00:05:56,240 color code chart to decipher the code. 99 00:05:56,240 --> 00:05:59,980 At resistorguide.com you can even find an automatic calculator to decipher the code 100 00:05:59,980 --> 00:06:02,019 for you. 101 00:06:02,019 --> 00:06:05,860 Using the chart we see that the first red band has a value of 2. 102 00:06:05,860 --> 00:06:08,500 The second blue band is 6. 103 00:06:08,500 --> 00:06:12,959 The third band is grey which means a multiplication factor of 10.000. 104 00:06:12,959 --> 00:06:16,500 The golden fourth band means a tolerance of 5%. 105 00:06:16,500 --> 00:06:23,300 We know that the resistor has a value of 2.6 megaohms with a tolerance of 5%. 106 00:06:23,300 --> 00:06:28,160 You can find a lot more information about the color code, other resistor types or resistor 107 00:06:28,160 --> 00:06:30,180 properties at resistorguide.com