Potential energy of a particle with one degree of freedom 0, x< 0 Uo changes in the form U(x)= x20 The particle with energy E> U, is located in region x<0, and Assuming that it moves in the x-axis direction (from left to right), the probability of the particle reflecting from the potential obstacle is given by the formula k, - k R = /2mE k, =- 2m(E – U.) k, k, + k, The electron beam with energy E=100 ev moves towards the potential step defined above in the x-axis direction. If 4% of the electrons are reflected, what is the height of the potential step in eV?

Potential energy of a particle with one degree of freedom 0, x< 0 Uo changes in the form U(x)= x20 The particle with energy E> U, is located in region x<0, and Assuming that it moves in the x-axis direction (from left to right), the probability of the particle reflecting from the potential obstacle is given by the formula k, - k R = /2mE k, =- 2m(E – U.) k, k, + k, The electron beam with energy E=100 ev moves towards the potential step defined above in the x-axis direction. If 4% of the electrons are reflected, what is the height of the potential step in eV?