00:01
So here we are given a ac lvdt which is having the data like we are given the value of input which is equals to 6 .3 volt.
00:11
We are also given the output which is equals to plus minus 5 .2 volt and the range is given which is equals to plus minus 0 .50 centimeter.
00:22
So basically we have to determine the plot of output versus the output voltage versus the core position of the core movement which is going from plus 0 .45 to minus 0 .30 centimeter where we are given the diagram for the given configuration.
00:41
Let's say here this is the input voltage is representing here.
00:47
Here output voltage from here is representing let's say this from here is representing the v and here this tube is inserted which is in the motion.
01:01
So we have to draw the plot from here.
01:04
So what we can do from here is that basically we are given the values for this plot.
01:12
So we can say that this is basically the approximate shape of the output voltage.
01:23
If it is the approximate shape of the output voltage versus the core position.
01:32
So we can say that both point within the limits can satisfy this equation.
01:39
So let's say this is the limit from here 0 .0, 1, 2, 3, 4, 5, 6.
01:49
Its scale is up to 10, 8, 9 and 10...