C. Sricheewin

most citedGround-state energy eigenvalue calculation of the quantum mechanical well

V (x) = 1/2 k x^{2} + λ x^{4}

via analytical transfer matrix method

9 citations · 9 across the 1 of their papers we have counts for

collaborators

1 paper

cond-mat.other2007★ 9 cited

Ground-state energy eigenvalue calculation of the quantum mechanical well $V (x) = 1/2 k x^{2} + λ x^{4}$ via analytical transfer matrix method

Artit Hutem, Chanun Sricheewin

The analytical transfer matrix technique is applied to the Schrödinger equation of symmetric quartic-well potential problem in the form $V (x) = 1/2 k x^{2} + λ x^{4} .$ This gives quan…

Ground-state energy eigenvalue calculation of the quantum mechanical well V(x)=1/2kx2+λx4 via analytical transfer matrix method

Ground-state energy eigenvalue calculation of the quantum mechanical well $V (x) = 1/2 k x^{2} + λ x^{4}$ via analytical transfer matrix method