find the stationary wave function, Physics

1. Solve the TISE in each region to find the stationary wave function, and show that it can be written as

?(x) = Aeikx +(k-1)/(k+1)Aeikx x<0

=2k/(k+1)Aeilx x>0

where A represents the amplitude of the incoming wave and k and l are constants which depend on the energy.

I think I have this question OK.

2.   Find an expression for the electron's position probability distribution, and sketch it, indicating the magnitudes of key features in terms of the variables A, k, and l where possible.

Here I get

A2 [1+2(k-1)/(k+1) cos(2kx) +((k-1)/(k+1))2 + (2k/k+1)2]

from

?*?(x<0)+?*?(x>0).

Posted Date: 2/24/2013 11:52:30 PM | Location : United States







Related Discussions:- find the stationary wave function, Assignment Help, Ask Question on find the stationary wave function, Get Answer, Expert's Help, find the stationary wave function Discussions

Write discussion on find the stationary wave function
Your posts are moderated
Related Questions

A scooterist is racing at a speed of 72 km per hour. If the radius of the wheel is 20 cm, find the angular speed of the wheels.   Ans) 72kmph=20m/s 20cm=0.2m; v=rw w=v/r w=20/0

Color vision and chromatic aberration: One of the remarkable ability of the eye is its ability to see color. There are three types of cones that respond to light from three

A lever of the second class Use a uniform wooden bar about 1 m long, 4 cm wide and 5 mm thick. Drill a hole near single end, in the centre of the width dimension. Also drill a

A 25 N box is pulled vertically upward by means of a cord.Find the acceleration of the box if the tension in the cord is 35 N.

Helium gas with a volume of 2.60 L, under a pressure of 1.30atm and at a temperature of 41.0 degrees, is warmed until both pressure and volume are doubled. a)What is the final temp


RANGE OF PROJECTILE:  "It is the horizontal distance covered by the projectile from the point of projection to the point where it returns to its level of projection".

Total height of the gymnast just before falling back down is=(2+.3)=2.3m Energy gained at that point = m*g*h(m=mass, g=gravitational force, h=height) =55*9.8*2.3=1239.7 J

calculating work