CMI Ph.D. Phy solutionsa) V (x) = g(x2 − a2 )2 , a has the same dimension as x i.e., length and g has dimensions of energy ×L−4 or M T −2 L−2 . (b) It is a double well potential, symmetric about x = 0 - Potential well - Document - PDFSEARCH.IO

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	CMI Ph.D. Phy solutionsa) V (x) = g(x2 − a2 )2 , a has the same dimension as x i.e., length and g has dimensions of energy ×L−4 or M T −2 L−2 . (b) It is a double well potential, symmetric about x = 0 Add to Reading List Document Date: 2014-09-01 03:15:43 Open Document File Size: 54,91 KB Share Result on Facebook IndustryTerm lower energy / stable static solution / energy change / chemical potential / static solutions / lowest energy expectation value / energy / / OperatingSystem Fermi / / SocialTag Operator theory Quantum mechanics Linear algebra Singular value decomposition Matrix theory Eigenvalues and eigenvectors Spin Operator Dirac delta function Algebra

CMI Ph.D. Phy solutionsa) V (x) = g(x2 − a2 )2 , a has the same dimension as x i.e., length and g has dimensions of energy ×L−4 or M T −2 L−2 . (b) It is a double well potential, symmetric about x = 0Add to Reading List