00:01
Let's discuss this question.
00:01
So suppose that our stm scan a surface at a distance of a, that is 1 .5 nanometer.
00:08
Take the height of the potential energy barrier to be u0 minus e that is equal to 1 .70 electron volt.
00:15
So if the distance between the surface and the stm, they've decreased by 1 .6%, estimate the percentage change in the tunneling current.
00:25
So here a is given as 1 .5 nanometer.
00:30
So here we can say tunneling current of stm is ide that is equal to a exponential minus under root 2m multiplied by v0 minus e divided by p multiplied by l.
01:09
So here we can say id1 divided by id2 that is equal to a exponential here minus under root 2m v0 minus e divided by t multiplied by d2 minus d1 minus d2.
01:34
So here we can say here d1 is given to us that is equal to 1 .5 nanometer and d2 will be equal.
01:44
To 100 minus 1 .6 % of d1.
01:51
So here we can say d2 is equal to 98 .4 % of d1...