All language subtitles for 2. Analog output - how to measure voltage

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These are the user uploaded subtitles that are being translated: 1 00:00:01,620 --> 00:00:04,710 Let's begin with analog outputs. 2 00:00:04,860 --> 00:00:12,280 So I have my list here and here I haven't got analog outputs what I should dorm. 3 00:00:12,330 --> 00:00:18,730 I should see a model here or signal but I have a signal vault. 4 00:00:18,760 --> 00:00:25,790 So it does not look out for one on the look out of that as a resolution off 12 beats. 5 00:00:25,950 --> 00:00:32,460 So take the rock and roll drop and bought this place as you will see after it. 6 00:00:32,490 --> 00:00:38,750 I can click here and go to properties and see what I have exactly here. 7 00:00:38,820 --> 00:00:41,800 Here you see that we have got Channel zero. 8 00:00:41,910 --> 00:00:46,650 So the Shenandoah for example is for the voltage or current output. 9 00:00:46,710 --> 00:00:54,480 If I changed the column you see that the current rate is far from zero to 20 million amps and voltage 10 00:00:54,510 --> 00:00:56,310 it is plus minus 10 volts. 11 00:00:56,310 --> 00:00:58,810 So I chose the voltage output. 12 00:00:59,310 --> 00:01:01,410 It is everything from the side. 13 00:01:01,590 --> 00:01:10,680 Second think what you should know at all is to know which address will pass exactly of this model for 14 00:01:11,400 --> 00:01:14,860 measuring these value. 15 00:01:14,860 --> 00:01:20,670 We need that integer value or so it is what we need to bytes. 16 00:01:20,670 --> 00:01:27,560 So it started at the byde a D and Ds and is at 81. 17 00:01:27,720 --> 00:01:35,640 So you have to remember these values the most important is this first value because we have to start 18 00:01:35,670 --> 00:01:42,710 our cure that you're d in order to have this full range of measurements. 19 00:01:42,720 --> 00:01:48,470 So after days we can come back to our program and prepare that program. 20 00:01:48,480 --> 00:01:58,410 But first of all I have to explain your how we recalculate the values from these Mandola to our normal 21 00:01:58,590 --> 00:02:01,900 values. 22 00:02:02,130 --> 00:02:09,090 First of all I would like to show you why we have this strange number of deranged twenty seven thousand 23 00:02:09,090 --> 00:02:10,710 six hundred forty eight. 24 00:02:10,780 --> 00:02:12,740 Why you'll see here. 25 00:02:13,250 --> 00:02:15,470 Our own output representation. 26 00:02:15,480 --> 00:02:19,810 It is for the voltage as you see that for the voltage is zero. 27 00:02:19,950 --> 00:02:27,000 It is it's taken a scale between decimal our decimal system to all the voltage. 28 00:02:27,030 --> 00:02:35,340 If you will know our model can measure from plus or minus 10 volts for minus 10 a volt we have got this 29 00:02:35,450 --> 00:02:35,730 right. 30 00:02:35,730 --> 00:02:36,630 So we're short. 31 00:02:36,620 --> 00:02:37,500 Right. 32 00:02:37,530 --> 00:02:42,740 We should work in this range because it is our as you see right. 33 00:02:42,800 --> 00:02:43,600 Right. 34 00:02:43,950 --> 00:02:54,150 We can also narrow some moral higher values of the voltage it is over short range and we can measure 35 00:02:54,180 --> 00:03:00,520 these values so they're just a value can measure it is in the of these numbers. 36 00:03:00,660 --> 00:03:05,300 And in the voltage it is eleven point seventy six votes. 37 00:03:05,370 --> 00:03:12,850 If we have such higher voltage We have got overflow and our daughter beings to have some. 38 00:03:13,140 --> 00:03:14,960 And we cannot measure the voltage. 39 00:03:14,970 --> 00:03:25,860 But in this range we have we can have some net worse resolution or accuracy exactly the same it is from 40 00:03:25,860 --> 00:03:28,270 the mindless side of the voltage. 41 00:03:28,290 --> 00:03:39,480 So now go to our equations and here we have got our equations as we remember we have this value of the 42 00:03:39,480 --> 00:03:40,460 maximum value. 43 00:03:40,470 --> 00:03:48,050 It is twenty seven thousand six hundred forty eight and it is for 10 volt if we want for example measure 44 00:03:49,470 --> 00:03:57,190 not exactly measure but put some voltage on the out with and we want half the value of six volts. 45 00:03:57,240 --> 00:04:01,220 We have to put some value in the same model. 46 00:04:01,230 --> 00:04:12,090 So how we can calculate it directly from the proportions so X is exactly equal the value of the maximal 47 00:04:12,090 --> 00:04:21,530 range multiplied by our value which we want to have by divided by the maximum the range of our model. 48 00:04:21,630 --> 00:04:28,500 So as you will see after these recalculation we short paused here in D.C. sixteen thousand five hundred 49 00:04:28,530 --> 00:04:29,830 eighty eight point eight. 50 00:04:29,860 --> 00:04:37,670 But your if you remember that we put only the integer values because it is Dabur it is worth. 51 00:04:37,710 --> 00:04:43,540 So we have to port and that these arrests of this value and port here. 52 00:04:43,590 --> 00:04:46,630 This is enough for our accuracy. 53 00:04:46,650 --> 00:04:55,470 So come back to the program and start programming so being that we can though if our lock out model 54 00:04:55,890 --> 00:05:06,360 is for some output voltage this model how we can make it we use for it watching for a stable home. 55 00:05:06,500 --> 00:05:16,520 So in online moët you can read out here our address if you remember for my case it was a team our display 56 00:05:16,520 --> 00:05:26,780 format chores email plus minus because our my mother has exactly plus minus 10 Covault And here we modify 57 00:05:27,310 --> 00:05:28,050 it. 58 00:05:28,130 --> 00:05:37,370 This value can be of course from this model from plus or minus or from mine plus twenty seven thousand 59 00:05:37,370 --> 00:05:38,960 six hundred forty eight. 60 00:05:38,960 --> 00:05:48,560 So for example if you want obtain some value on the out of the model Please write some volume for example. 61 00:05:48,720 --> 00:05:55,920 Right the maximum value twenty seven hundred twenty seven thousand six hundred forty eight. 62 00:05:56,600 --> 00:06:01,970 And after this please click this lightening. 63 00:06:02,450 --> 00:06:10,760 Next if you want see if you have got exactly this voltage on your model on the vote please contact all 64 00:06:11,540 --> 00:06:14,000 your people see volt meter. 65 00:06:14,180 --> 00:06:19,640 According to specification which show wiring diagram. 66 00:06:19,640 --> 00:06:23,340 So once again come back to this diagram. 67 00:06:23,360 --> 00:06:31,040 In my case it is a signal board and as you see here we have got exactly these outputs in my signal board. 68 00:06:31,200 --> 00:06:38,210 If you have got signal model it to look similar you'll have to call Negat volt meter from the zero to 69 00:06:38,270 --> 00:06:39,430 all that. 70 00:06:39,470 --> 00:06:48,180 Come on by DS for example black cable or their volt meter and cable. 71 00:06:48,330 --> 00:06:55,940 Please connect all these out with zero because the zero means that it is exect the first channel of 72 00:06:55,940 --> 00:06:59,210 these people see. 73 00:07:00,680 --> 00:07:10,150 So if your value of 10 volts your Euro program works go out. 74 00:07:10,220 --> 00:07:16,910 For example if you want uptime for example six volts as you remember from this equation which I showed 75 00:07:16,910 --> 00:07:17,370 you. 76 00:07:17,540 --> 00:07:22,340 So please write sixteen thousand five hundred eighty eight. 77 00:07:22,340 --> 00:07:28,490 And when you make it please send it to KLC and checked on your volt meter. 78 00:07:28,490 --> 00:07:34,800 If you have got 6 volt I have got so we can go out there in our program. 79 00:07:34,820 --> 00:07:43,280 Now we have to write some program which will send out a Motty click and recalculate the value which 80 00:07:43,280 --> 00:07:45,580 we would like to have on the out. 81 00:07:45,740 --> 00:07:47,870 So first being which we have to make. 82 00:07:47,870 --> 00:07:51,180 We have to implement our equation. 83 00:07:51,290 --> 00:07:57,890 How we can do it by my function and this very nice block of the calculation. 84 00:07:57,890 --> 00:08:09,440 First thing I have to say that on the output you'll have to obtain integer value because our analog 85 00:08:09,770 --> 00:08:21,190 output it does the word output so you will have to have the value exactly in that war state as you see. 86 00:08:21,380 --> 00:08:30,380 If we put a value in that integer we can Porth only integer values so from zero to 10 so it is only 87 00:08:30,380 --> 00:08:36,260 10 values for example 11 will be also OK and also for the minus side. 88 00:08:36,290 --> 00:08:44,630 It's also is but we want for example the value of 6 commodify volts so how we can make it we can doit 89 00:08:44,690 --> 00:08:48,010 only by their operations. 90 00:08:48,020 --> 00:08:51,110 We have all true serial operations. 91 00:08:51,230 --> 00:08:58,940 We will have to port here to free imports as we remember from our equation and I will port here. 92 00:08:59,150 --> 00:09:04,850 Their value is first of all the value of twenty seven hundred six went to seven thousand six hundred 93 00:09:04,850 --> 00:09:06,080 forty eight. 94 00:09:06,330 --> 00:09:11,070 And it is our 2.0 because it will be really valuable here. 95 00:09:11,300 --> 00:09:21,950 We will support our M.D zero where we will put our value on which we want to have and please rename 96 00:09:21,950 --> 00:09:22,870 the stack. 97 00:09:23,000 --> 00:09:27,250 It is for example outport in voltage. 98 00:09:27,410 --> 00:09:36,890 So here we port which we want like half voltage on the output and the first value it is 10 volts so 99 00:09:36,890 --> 00:09:52,090 the maximum range of this where our model so that equation in our case it is in one reply by inport 100 00:09:52,500 --> 00:09:54,680 tool and this error think. 101 00:09:54,710 --> 00:10:01,730 Divide by input free after each we can not write here. 102 00:10:01,740 --> 00:10:02,610 Exactly. 103 00:10:02,610 --> 00:10:03,460 Could that be you. 104 00:10:03,480 --> 00:10:05,380 Because it is integer. 105 00:10:05,430 --> 00:10:11,070 So we have to save it in some other variable and defer. 106 00:10:11,700 --> 00:10:15,060 And we have to rename the stack. 107 00:10:15,090 --> 00:10:23,510 And for example we had a temporary temporary attack because we have to once again it convert. 108 00:10:23,510 --> 00:10:28,230 So if you remember I also showed some conversion 109 00:10:31,080 --> 00:10:35,280 conversion blocks and how it will works. 110 00:10:35,340 --> 00:10:36,630 It will change. 111 00:10:36,800 --> 00:10:42,390 They're very valuable to integer value. 112 00:10:42,810 --> 00:10:44,860 We will have our and the for. 113 00:10:44,880 --> 00:10:54,260 So our 10 for our value which we have here obtained and on the output will will support our acute WATB 114 00:10:54,900 --> 00:11:02,670 because it is our Mandola we can name 8 that it does not look out for. 115 00:11:03,330 --> 00:11:09,270 For example zero because it is our first outport okay. 116 00:11:09,420 --> 00:11:10,390 It is everything. 117 00:11:10,440 --> 00:11:19,240 Now please don't load this program to that you'll see and you'll see how it will exactly works. 118 00:11:20,160 --> 00:11:21,140 After all alone. 119 00:11:21,170 --> 00:11:23,140 Please monitor the blocks. 120 00:11:23,310 --> 00:11:25,850 First of all we have got the values of zero. 121 00:11:25,860 --> 00:11:35,780 So your volt meter now short display exactly zero zero vault and we can modify this operand and right 122 00:11:35,790 --> 00:11:38,680 for example Tricom my fi vault. 123 00:11:38,980 --> 00:11:46,580 Please click OK here you will see some strange values of the calculation because it is scaling back 124 00:11:46,820 --> 00:11:55,230 proportionately according to our equation the output and these output is next converted by some processors 125 00:11:55,290 --> 00:11:57,720 of this block to from there really out of value. 126 00:11:57,720 --> 00:12:01,050 So we create delete does that. 127 00:12:01,110 --> 00:12:06,560 And it does in our case around it up according to maté Monte-Carlo goals. 128 00:12:06,610 --> 00:12:13,550 So you'll see that on the output you have on the Volt Meter freq on my 5 volts. 129 00:12:13,560 --> 00:12:23,760 If you modify it once again these value you can right for example six Gama'a eighty five volts and it 130 00:12:24,090 --> 00:12:26,170 is called Ding. 131 00:12:26,190 --> 00:12:28,240 It is about these volume. 132 00:12:28,380 --> 00:12:34,730 So it is everything about an hour analog output controlling in voltage. 12709

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