WEBVTT 00:00.150 --> 00:06.000 Let us try to understand how we use Road8 obliterate, so we have a full rooted operator routed left, 00:06.000 --> 00:06.810 rooted right. 00:07.260 --> 00:13.470 And again, who left it right, right, so this could be operated within an data, or it could also 00:13.470 --> 00:14.820 be operated with and signed it. 00:14.880 --> 00:17.460 In both the case, the operation remains seem right. 00:17.490 --> 00:20.520 The next one is the number of times we want to put it right. 00:20.520 --> 00:25.920 So this basically represent the big position we want to roll, right. 00:25.920 --> 00:27.450 So the second argument is to count. 00:27.690 --> 00:34.590 And if you pass an argument, the data in to the routed operator, if it is unsigned, then it will 00:34.590 --> 00:36.020 also written and unsigned. 00:36.240 --> 00:41.400 And if the argument is saying okay, so it will again read and say this makes sense. 00:41.400 --> 00:47.400 So there's articulating a numeric standard library, so we need to include it before we use it, we 00:47.400 --> 00:49.230 go to the right. 00:49.410 --> 00:53.580 First thing that we do is to include it in numeric standard library, right? 00:53.970 --> 00:57.530 Then we declare to signatory to one of them is unsafe, right? 00:57.540 --> 01:01.320 Because this work on an unsigned it and then other one is assigned right. 01:01.650 --> 01:06.540 Each is having a set of orbits or three down to zero and we initialize it to one zero. 01:06.900 --> 01:08.490 Let's assume one what rate. 01:09.390 --> 01:13.590 Then we declare to variable, which will be holding the result after rotation. 01:13.590 --> 01:13.830 Right. 01:13.830 --> 01:21.450 So you are left will be holding the result after we perform the rotation left by a factor of one on 01:21.450 --> 01:22.410 an unsigned data. 01:22.770 --> 01:29.520 Or we initialize this to a zero and you are right will hold the result after a rotation for an unsigned 01:29.520 --> 01:31.200 data by a factor of rate. 01:31.500 --> 01:37.530 Similarly, we declare when signed the day, right, so this we initialize to one zero one zero and 01:37.530 --> 01:43.050 we declare again to variable there should be a gain of st8 because this will be holding the result after 01:43.420 --> 01:45.090 rotation of assigned lead. 01:45.170 --> 01:46.930 Right now, the code will be very simple. 01:46.950 --> 01:51.120 Let us first operate on Unsane rotate left right. 01:51.660 --> 01:54.300 So to perform rotation in the left direction. 01:54.300 --> 01:57.030 So we just need to type rotate left right. 01:57.030 --> 01:58.290 So rotate and the school left. 01:58.830 --> 02:05.010 First argument is the source of the data so far, as Dean is the source of whether this should be on 02:05.010 --> 02:05.370 st. 02:05.730 --> 02:08.640 OK, and the factor by which we want to perform a rotation. 02:08.640 --> 02:11.520 So here we will be performing a rotation by a factor of one. 02:12.000 --> 02:14.880 Then we declare you are right. 02:14.890 --> 02:15.180 Right. 02:15.190 --> 02:20.640 So basically this mean that we are performing on st rotation in the right direction, right? 02:20.640 --> 02:23.190 So we need to use rotate underscore. 02:23.250 --> 02:23.720 Right. 02:23.850 --> 02:24.230 Right? 02:24.720 --> 02:30.450 Then first argument is the source of data, which is dean and the factor by which you want to perform 02:30.450 --> 02:30.960 a rotation. 02:30.960 --> 02:33.720 So here L2 will be performing rotation by a factor of one. 02:33.960 --> 02:42.780 Then to utilize the rotation operator with the same data, so s. rate rotation and the left rate again, 02:42.990 --> 02:48.150 the operator that we can guess is the signal operator signal assignment operator because we are working 02:48.150 --> 02:49.560 with that signal, right? 02:49.930 --> 02:52.300 Then let's just use rotate left. 02:52.380 --> 02:55.740 OK, now here we want to add an argument at the same rate. 02:56.010 --> 03:01.650 So for us, Dean to represent the same data and de-facto by which we want to go from the rotation, 03:02.070 --> 03:06.090 similarly signed right will be equal to. 03:06.630 --> 03:08.760 OK, the rotate right. 03:08.760 --> 03:14.220 Then the same data source, which is dean two and the factor by which we want to perform a rotation 03:14.220 --> 03:14.430 rate. 03:14.760 --> 03:19.740 So this is how we utilize the rotation operator, and I will just see what what I hear you could see. 03:19.740 --> 03:24.030 We have a green indication indicating that we are correctly following the template, right? 03:24.360 --> 03:26.990 Then we just perform a simulation, right? 03:27.000 --> 03:31.310 So we'll just see our cool and allow us to perform a simulation. 03:31.790 --> 03:36.660 Right now we select all the variables and we change the radius to a binary rate. 03:36.660 --> 03:44.670 So just select all the variables right click and then you have Radix and you select the binary, right? 03:45.030 --> 03:50.250 Now we could see for an unsigned that we have, the data is one zero one one, right? 03:50.250 --> 03:51.900 So rotation in the left election. 03:51.900 --> 03:57.180 So this one that we have out and MSP will be coming at out and this week, right, and then zero one 03:57.180 --> 03:59.080 one will be shifted left right. 03:59.100 --> 04:07.160 So this gives us zero one one and then this maybe one will be at an audition rate if we consider. 04:07.360 --> 04:08.410 Right, right. 04:08.700 --> 04:13.620 So in that case, what will happen is this one that we have it analyzed. 04:13.620 --> 04:14.880 We will be coming on. 04:15.210 --> 04:16.200 It must be say great. 04:16.200 --> 04:21.990 So we have one that is coming from an V and this one zero one rate will be shifted, right? 04:22.000 --> 04:23.450 So we have one zero one right. 04:23.790 --> 04:26.880 So this is how we get the shifting result, right? 04:27.330 --> 04:33.930 Similarly, if you work on unsigned data, so we have one zero one one zero rate, the waveform left 04:33.930 --> 04:36.960 shift right, so this must be will be coming at LSP. 04:37.020 --> 04:41.910 So we have one over here and then zero one zero is shifted in the left direction, right. 04:41.910 --> 04:43.320 So we have zero one zero nine. 04:43.320 --> 04:48.750 This one from my name is B.S. and if you were bom shifting in the right direction for assigned data 04:49.290 --> 04:53.000 to whatever we have at an MSP rate will be coming at analyst LSP. 04:53.010 --> 04:59.550 So this one will be coming over here and then one zero one will be shifted to. 05:00.050 --> 05:00.470 Right. 05:00.470 --> 05:05.890 Great, so you could see both the cases, the result is matching to an expected is great. 05:05.900 --> 05:08.900 So this is how we use the rotation of data rates. 05:08.900 --> 05:14.860 Something that we need to take is this work with an unsigned and signed today, right? 05:14.870 --> 05:19.790 So whenever we have a requirement where let's assume our input and output port is of standard and the 05:20.010 --> 05:27.880 logic and vector type, then we need to perform a conversion from an unsane to a standard logical analytical 05:27.920 --> 05:28.370 vector. 05:28.760 --> 05:31.070 OK, before we are saying it to any right. 05:31.230 --> 05:38.300 And since visual is the strongly type language, we need to perform a conversion manually, Rachel. 05:38.510 --> 05:43.050 First, we'll just be covering some fundamental related to, on and timely today. 05:43.460 --> 05:43.760 Right. 05:43.760 --> 05:46.850 And what are the scenarios where we currently adopt them? 05:47.110 --> 05:52.630 We will first be covering that fundamental and then we proceed for a conversion between those data type 05:52.640 --> 05:52.880 rates. 05:52.880 --> 05:55.020 So the conversion that we frequently Q2.