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These are the user uploaded subtitles that are being translated: 1 00:00:00,150 --> 00:00:01,800 In this lesson, we're going to talk 2 00:00:01,800 --> 00:00:03,450 about wattage ratings. 3 00:00:03,450 --> 00:00:06,600 Now every power supply has a wattage rating associated 4 00:00:06,600 --> 00:00:07,500 with it. 5 00:00:07,500 --> 00:00:09,570 When I talk about the wattage rating, I'm talking 6 00:00:09,570 --> 00:00:13,380 about the power supply unit's output capacity or capability. 7 00:00:13,380 --> 00:00:15,570 We measure this in Watts. 8 00:00:15,570 --> 00:00:18,120 Now a typical standard desktop PC that you might use 9 00:00:18,120 --> 00:00:22,230 in your office could use something like 200 or 300 Watts. 10 00:00:22,230 --> 00:00:23,280 But if you have a machine 11 00:00:23,280 --> 00:00:26,040 that has multiple internal hard discs, a very powerful 12 00:00:26,040 --> 00:00:28,860 graphics card or something like a gaming PC 13 00:00:28,860 --> 00:00:31,980 this could use anywhere from 500 to 900 Watts. 14 00:00:31,980 --> 00:00:33,060 And so when you're picking 15 00:00:33,060 --> 00:00:34,800 out the components for your system 16 00:00:34,800 --> 00:00:37,560 you need to consider how much wattage they're going to draw. 17 00:00:37,560 --> 00:00:40,050 And that way you can install the proper power supply 18 00:00:40,050 --> 00:00:41,880 into that system. 19 00:00:41,880 --> 00:00:43,320 Remember every device 20 00:00:43,320 --> 00:00:45,870 inside your computer is going to require power 21 00:00:45,870 --> 00:00:48,630 and it gets all that power from your power supply. 22 00:00:48,630 --> 00:00:51,180 Therefore, if you have more devices inside the computer 23 00:00:51,180 --> 00:00:53,580 such as a powerful processor or graphics card 24 00:00:53,580 --> 00:00:56,880 or having multiple hard drives, CD ROMs, DVDs, 25 00:00:56,880 --> 00:00:58,830 or other components, you're going to need 26 00:00:58,830 --> 00:01:00,540 to have more power provided 27 00:01:00,540 --> 00:01:03,540 in the form of wattage from your power supply. 28 00:01:03,540 --> 00:01:06,000 Another thing to keep in mind is that if you bought a system 29 00:01:06,000 --> 00:01:08,370 off the shelf, such as going to Best Buy 30 00:01:08,370 --> 00:01:11,790 or Office Depot or another big box retailer like that 31 00:01:11,790 --> 00:01:13,080 you have a system that was built 32 00:01:13,080 --> 00:01:16,020 for a particular wattage in that power supply. 33 00:01:16,020 --> 00:01:18,450 So if I got a standard desktop computer 34 00:01:18,450 --> 00:01:22,140 and that had maybe a 250 or 300 Watt power supply in it 35 00:01:22,140 --> 00:01:24,240 and I decided I wanted to upgrade that computer 36 00:01:24,240 --> 00:01:26,040 by inserting a better graphics card 37 00:01:26,040 --> 00:01:28,770 into a PCI Express x16 slot, 38 00:01:28,770 --> 00:01:30,510 that might actually draw more power than 39 00:01:30,510 --> 00:01:32,460 that power supply can provide. 40 00:01:32,460 --> 00:01:33,930 That would be a big issue for me. 41 00:01:33,930 --> 00:01:35,460 And so you have to be able to figure 42 00:01:35,460 --> 00:01:37,590 out what is the wattage requirements 43 00:01:37,590 --> 00:01:39,600 of your system either if you're building it 44 00:01:39,600 --> 00:01:42,690 from scratch or doing a component upgrade. 45 00:01:42,690 --> 00:01:44,940 To do this you need to determine the wattage 46 00:01:44,940 --> 00:01:46,318 that's going to be required by adding all 47 00:01:46,318 --> 00:01:48,450 of your devices together. 48 00:01:48,450 --> 00:01:50,400 If the device is measured in Amps 49 00:01:50,400 --> 00:01:53,400 you're going to have to convert that amperage into wattage. 50 00:01:53,400 --> 00:01:55,470 And to do this, you use the calculation 51 00:01:55,470 --> 00:01:58,410 of Amps times Voltage, which is usually written 52 00:01:58,410 --> 00:02:02,790 as A times V or I times V because I stands 53 00:02:02,790 --> 00:02:05,790 for current and amperage is a measure of current. 54 00:02:05,790 --> 00:02:08,759 For example, I recently installed a new graphics card 55 00:02:08,759 --> 00:02:10,350 into one of my systems. 56 00:02:10,350 --> 00:02:14,670 This graphics card was a 6,700 XT Graphic Processing Unit. 57 00:02:14,670 --> 00:02:18,570 Now that processing unit actually draws 230 Watts. 58 00:02:18,570 --> 00:02:19,860 So if I was trying to put this 59 00:02:19,860 --> 00:02:21,870 into a standard desktop computer that you use 60 00:02:21,870 --> 00:02:23,130 in an office environment 61 00:02:23,130 --> 00:02:26,460 and its entire power supply only supports 300 Watts, 62 00:02:26,460 --> 00:02:28,860 well, it's not going to be able to support this graphics card 63 00:02:28,860 --> 00:02:32,100 because 230 Watts is almost the entire power supply 64 00:02:32,100 --> 00:02:34,980 capability just for this one card. 65 00:02:34,980 --> 00:02:36,840 So in the system I was using, 66 00:02:36,840 --> 00:02:39,480 I was using an 850 Watt power supply 67 00:02:39,480 --> 00:02:41,220 because I was building a gaming PC. 68 00:02:41,220 --> 00:02:44,310 And so out of 850 Watts total of the power supply 69 00:02:44,310 --> 00:02:46,920 I could easily dedicate 230 Watts of that 70 00:02:46,920 --> 00:02:48,630 to this graphics card. 71 00:02:48,630 --> 00:02:51,090 So you may be wondering how much wattage does something 72 00:02:51,090 --> 00:02:52,770 like a processor use? 73 00:02:52,770 --> 00:02:54,930 Well, if you have a low power processor 74 00:02:54,930 --> 00:02:58,110 it may use something as low as 17 Watts. 75 00:02:58,110 --> 00:03:00,510 But if you have a high power processor like 76 00:03:00,510 --> 00:03:02,820 that used in a gaming computer, it may use 77 00:03:02,820 --> 00:03:06,420 up to 240 or 250 Watts of power. 78 00:03:06,420 --> 00:03:08,910 Now a mid tier CPU will generally use 79 00:03:08,910 --> 00:03:11,430 around 100 to 150 Watts. 80 00:03:11,430 --> 00:03:12,840 When you look at your motherboard 81 00:03:12,840 --> 00:03:16,920 most motherboards are going to use around 50 to 80 Watts. 82 00:03:16,920 --> 00:03:19,170 If you have something like a CD or DVD drive 83 00:03:19,170 --> 00:03:22,800 which we call an optical drive, these use around 30 Watts. 84 00:03:22,800 --> 00:03:26,190 If you have a hard disc drive, these use around nine Watts 85 00:03:26,190 --> 00:03:28,320 and if you have case fans, each of those case 86 00:03:28,320 --> 00:03:31,140 fans will usually use around six Watts. 87 00:03:31,140 --> 00:03:33,600 So as you're building a computer, you need to think 88 00:03:33,600 --> 00:03:35,790 about all of this as you're adding it together 89 00:03:35,790 --> 00:03:38,490 and figuring out what your total wattage is going to be. 90 00:03:38,490 --> 00:03:41,220 For example, if I was going to build a gaming PC 91 00:03:41,220 --> 00:03:42,930 that's going to have a standard motherboard, 92 00:03:42,930 --> 00:03:46,620 a top tier processor, a nice graphical processing unit 93 00:03:46,620 --> 00:03:47,970 as well as a hard drive, 94 00:03:47,970 --> 00:03:51,150 an M2 SSD and about six case fans, 95 00:03:51,150 --> 00:03:52,650 I can add all these things together 96 00:03:52,650 --> 00:03:55,290 and figure out how much wattage I'm going to be using. 97 00:03:55,290 --> 00:03:57,810 That would be 80 for the motherboard, 230 98 00:03:57,810 --> 00:04:01,230 for the graphics card, another 250 for the processor, 99 00:04:01,230 --> 00:04:04,410 another nine for the hard drive, nine for the SSD 100 00:04:04,410 --> 00:04:07,230 and then six Watts for each of those six case fans. 101 00:04:07,230 --> 00:04:08,370 This gives me a grand total 102 00:04:08,370 --> 00:04:11,970 of about 614 Watts of power being required. 103 00:04:11,970 --> 00:04:15,360 Now, would I go out and buy a 614 Watt power supply? 104 00:04:15,360 --> 00:04:17,610 Well, no, for a couple of reasons. 105 00:04:17,610 --> 00:04:19,200 One is there's not a power supply 106 00:04:19,200 --> 00:04:21,480 that's going to be sold as 614 Watts 107 00:04:21,480 --> 00:04:22,980 because normally they're sold in increments 108 00:04:22,980 --> 00:04:26,779 of 50 or 100 Watts, such as a 250 Watt power supply 109 00:04:26,779 --> 00:04:29,093 or a 500 Watt power supply or an 850 Watt power supply. 110 00:04:30,720 --> 00:04:31,800 But in addition to that 111 00:04:31,800 --> 00:04:33,270 you can't just use the minimum amount 112 00:04:33,270 --> 00:04:34,890 of wattage that you calculated. 113 00:04:34,890 --> 00:04:36,990 And this is because you may add additional components 114 00:04:36,990 --> 00:04:38,160 into your system later. 115 00:04:38,160 --> 00:04:39,780 And so if I bought the minimum amount 116 00:04:39,780 --> 00:04:42,150 and I put something else in like an additional hard drive 117 00:04:42,150 --> 00:04:43,650 I would now go above that amount 118 00:04:43,650 --> 00:04:45,930 and that power supply can no longer support it. 119 00:04:45,930 --> 00:04:47,370 So you always want to buy a power supply 120 00:04:47,370 --> 00:04:50,070 that's a little bit bigger than what you calculate. 121 00:04:50,070 --> 00:04:53,490 In the case of this system, where I calculate 614 Watts 122 00:04:53,490 --> 00:04:54,480 I might want to buy something 123 00:04:54,480 --> 00:04:57,870 like a 750 or 850 wat power supply 124 00:04:57,870 --> 00:05:00,270 because that gives me additional overhead and room 125 00:05:00,270 --> 00:05:03,120 for me to add additional components later on, if I need to 126 00:05:03,120 --> 00:05:05,580 or if I upgrade the processor or graphics card 127 00:05:05,580 --> 00:05:09,060 to a more powerful unit that requires more power later on. 128 00:05:09,060 --> 00:05:10,290 Now, in addition to all of this 129 00:05:10,290 --> 00:05:12,660 there's another power calculation you have to think about 130 00:05:12,660 --> 00:05:14,400 and it's how much power is being drawn 131 00:05:14,400 --> 00:05:16,020 out of your wall outlet. 132 00:05:16,020 --> 00:05:17,730 Just because you bought a power supply 133 00:05:17,730 --> 00:05:20,790 that supports 500 Watts or 850 Watts, 134 00:05:20,790 --> 00:05:21,840 it doesn't mean that's the amount 135 00:05:21,840 --> 00:05:24,510 of wattage that's actually being drawn by the system 136 00:05:24,510 --> 00:05:26,250 when it comes from your wall outlet. 137 00:05:26,250 --> 00:05:30,510 Instead, power supplies are not considered 100% efficient. 138 00:05:30,510 --> 00:05:31,950 So for easy math 139 00:05:31,950 --> 00:05:35,130 let's assume we bought a 500 Watt power supply 140 00:05:35,130 --> 00:05:36,990 for a desktop computer system. 141 00:05:36,990 --> 00:05:38,130 We plug it into the wall 142 00:05:38,130 --> 00:05:40,350 and we want to calculate how much is being drawn 143 00:05:40,350 --> 00:05:41,580 from that wall. 144 00:05:41,580 --> 00:05:44,040 Well, it's not going to draw 500 Watts 145 00:05:44,040 --> 00:05:45,990 because it's not 100% efficient. 146 00:05:45,990 --> 00:05:47,970 If it was, we would get 500 Watts 147 00:05:47,970 --> 00:05:49,680 of power from the wall that would translate 148 00:05:49,680 --> 00:05:51,930 to 500 Watts of power for our system. 149 00:05:51,930 --> 00:05:54,510 But instead, most power supplies are going to operate 150 00:05:54,510 --> 00:05:57,180 around 70 or 75% efficient. 151 00:05:57,180 --> 00:06:00,300 Or if you get a high quality Energy Star model 152 00:06:00,300 --> 00:06:02,460 these can be 80% efficient. 153 00:06:02,460 --> 00:06:05,970 Let's talk about a less efficient 70% model first. 154 00:06:05,970 --> 00:06:08,340 If I have a 500 Watt power supply 155 00:06:08,340 --> 00:06:10,080 and it's 70% efficient 156 00:06:10,080 --> 00:06:13,260 that means we're actually going to be drawing around 714 Watts 157 00:06:13,260 --> 00:06:16,410 of power from the outlet in order to create 500 Watts 158 00:06:16,410 --> 00:06:19,680 of usable power for our computer within the power supply. 159 00:06:19,680 --> 00:06:23,130 Now what happens to other 214 Watts of power 160 00:06:23,130 --> 00:06:25,260 or 30% that we're losing? 161 00:06:25,260 --> 00:06:28,080 Well, that's actually going to take the form of heat. 162 00:06:28,080 --> 00:06:29,430 When we do the transformation 163 00:06:29,430 --> 00:06:32,460 from high voltage AC to low voltage DC 164 00:06:32,460 --> 00:06:34,590 a lot of that is lost in the form of heat, 165 00:06:34,590 --> 00:06:37,560 and that's why these things are not 100% efficient. 166 00:06:37,560 --> 00:06:39,600 Now, on the other hand, if I was using something 167 00:06:39,600 --> 00:06:42,210 that was an 80% efficient power supply 168 00:06:42,210 --> 00:06:44,910 I would take that same 500 Watt power supply 169 00:06:44,910 --> 00:06:48,090 and divide it by 0.8 or 80% to get the amount 170 00:06:48,090 --> 00:06:49,350 of wattage it would be. 171 00:06:49,350 --> 00:06:52,620 And in this case, that would be 625 Watts. 172 00:06:52,620 --> 00:06:54,750 So if I wanted to create 500 Watts 173 00:06:54,750 --> 00:06:57,720 of power with an 80% efficient system, I can do 174 00:06:57,720 --> 00:07:02,670 that drawing 625 Watts instead of having to draw 714 Watts 175 00:07:02,670 --> 00:07:05,280 like I did with a 70% efficient system. 176 00:07:05,280 --> 00:07:08,340 So you can see even with that 10% efficiency difference 177 00:07:08,340 --> 00:07:10,590 by going to that more expensive and higher quality 178 00:07:10,590 --> 00:07:13,980 Energy Star rated 80% compliant power supply, 179 00:07:13,980 --> 00:07:16,620 I can now save almost 100 Watts 180 00:07:16,620 --> 00:07:18,900 of power every time I'm turning that computer 181 00:07:18,900 --> 00:07:20,820 on as I'm drawing power from the outlet. 182 00:07:20,820 --> 00:07:22,020 And that's going to equate to savings 183 00:07:22,020 --> 00:07:24,120 in your energy bill and power bill at the end 184 00:07:24,120 --> 00:07:26,820 of the month as well, because you're drawing less power. 185 00:07:26,820 --> 00:07:29,340 If you're a gamer and you're building a custom PC 186 00:07:29,340 --> 00:07:30,930 this is something you need to keep in mind. 187 00:07:30,930 --> 00:07:32,820 And it is worth spending a little more money 188 00:07:32,820 --> 00:07:34,800 on a high efficiency power supply 189 00:07:34,800 --> 00:07:36,870 because that's going to be able to save you money each 190 00:07:36,870 --> 00:07:39,270 and every month when you're running that system. 191 00:07:39,270 --> 00:07:41,400 Now I know I just threw a whole bunch of numbers 192 00:07:41,400 --> 00:07:44,580 and math at you, and you may be wondering for the exam 193 00:07:44,580 --> 00:07:47,010 do I need to be able to calculate these wattages 194 00:07:47,010 --> 00:07:48,060 and these loads? 195 00:07:48,060 --> 00:07:49,680 And the answer is no. 196 00:07:49,680 --> 00:07:51,720 You need to understand the concept of the fact 197 00:07:51,720 --> 00:07:54,300 that power supplies are not 100% efficient. 198 00:07:54,300 --> 00:07:55,680 They're going to draw more power 199 00:07:55,680 --> 00:07:57,960 than what they're going to be creating in the power supply. 200 00:07:57,960 --> 00:08:00,480 And what you create in the power supply has to be enough 201 00:08:00,480 --> 00:08:02,100 for all of the components you have. 202 00:08:02,100 --> 00:08:03,750 The more components you have, the larger 203 00:08:03,750 --> 00:08:05,100 the power supply you're going to need 204 00:08:05,100 --> 00:08:06,450 and the bigger the power supply 205 00:08:06,450 --> 00:08:08,850 the more power it's going to draw from your wall outlet 206 00:08:08,850 --> 00:08:10,710 leading to higher energy bills. 207 00:08:10,710 --> 00:08:12,150 If you're running a server farm 208 00:08:12,150 --> 00:08:14,580 you want to have things that are as efficient as possible. 209 00:08:14,580 --> 00:08:18,000 And the reason is these servers can suck up a lot of power. 210 00:08:18,000 --> 00:08:20,190 And if you have less efficient systems 211 00:08:20,190 --> 00:08:21,930 you're going to be paying more money every month 212 00:08:21,930 --> 00:08:23,880 in your utility bills as a company. 213 00:08:23,880 --> 00:08:25,920 And that's not going to be beneficial to you, especially 214 00:08:25,920 --> 00:08:27,600 if you're having a system that you're going to be using 215 00:08:27,600 --> 00:08:29,640 for the next three or five years. 216 00:08:29,640 --> 00:08:31,530 So spend a little more money up front 217 00:08:31,530 --> 00:08:33,630 and get a higher efficiency power supply 218 00:08:33,630 --> 00:08:36,330 that will be able to save you money for the long term. 17684

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