unnormalized relation

Related BrainMass Solutions

• conversion: unnormalized relation, 1NF, 2NF, 3NF

  Conversion with unnormalized relation, 1NF, 2NF, 3NF is emphasized.

• Electron Tunneling

  It discusses wave function conditions and writes equations and continuity for the unnormalized functions. A diagram of the normalized wave function is provided along with the probability.

• Determining Expectation Value for a Wave Function

  Please determine the expectation value of r^2 for a hydrogen atom with the following unnormalized wave function: (see the attached file for the wave function). Please see the attachment.

• Fourier Transform : Equivalent Width

  b) Determine the equivalent width and the equivalent Fourier width for the unnormalized Gaussian ..... and compare them with its full width as defined by its inflection points. Please see the attached file for the complete solution.

• Particle in V(x) = lambda *(x)^4 potential

  low enough you will violate the uncertainty relation!

• Ground state energy for particle using variationa method

  In the problem, the Hamiltonian is: H = -hbar^2/(2m) d^2/dx^2 + V(x) where V(x) = K x^3 for x > 0 and infinity for x <=0 We want to use the (unnormalized) trial wavefnction psi(x) = = x exp(-alpha x) for x > 0.

• Equivalence relations and the empty set

  No, the relation is NOT an equivalence relation, since it is not reflexive. [Recall that an equivalence relation must be reflexive, symmetric, AND transitive.]

• Equivalence Classes of an Equivalence Relation

  This shows that the relation ~ is transitive. Hence the relation ~ is reflexive, symmetric and transitive which imply that the relation ~ is an equivalence relation.

• Reflexive, symmetric, and transitive relations

  (a) We need to prove both 1) If R is a reflexive relation on A, then the identity relation . Proof: As R is a reflexive relation on A, for every , , which implies that ; 2) If , then R is a reflexive relation on A.