Explain why one can obtain eigenfunctions for the Hamiltonian
operator for the H atom, but can...
Explain why one can obtain eigenfunctions for the Hamiltonian
operator for the H atom, but can only obtain approximate
wavefunctions for multi-electron atoms.
Consider the Hamiltonian of a particle in one-dimensional
problem defined by: H = 1 2m P 2 + V (X) where X and P are the
position and linear momentum operators, and they satisfy the
commutation relation: [X, P] = i¯h The eigenvectors of H are
denoted by |φn >; where n is a discrete index H|φn >= En|φn
> (a) Show that < φn|P|φm >= α < φn|X|φm > and find
α. Hint: Consider the commutator [X, H] (b)...
If we replace one of the carbon atoms (and its associated H
atom) in benzene by a nitrogen atom, we obtain the molecule
pyridine which is also an aromatic six membered ring. Sketch a
qualitative MO diagram for pyridine and describe how you expect the
energy levels of pyridine to differ from those of benzene.
Compare a new venture to an existing company and explain why
existing companies can obtain bank funding and new ventures cannot.
In replies to peers, review the criteria needed for financing and
discuss how those needs differ based upon the business
selected.
Answer them please ASAP.
Why would one choose the Hamiltonian Path and Satisfiability
Problems in order to demonstrate the computational power of DNA
computation?
In the context of the amount of credit that one can obtain,
which of the following is currently the most commonly used credit
scoring system?
options:
The Fair, Isaac and Company scale
The semantic differential scale
The Likert scale
The provisional rating scale
3) A hydrogen atom contains just one electron, so it can produce
only one wavelength of light (and therefore only one color of
light) at a time. Why then do we see many different colors of light
simultaneously when we observe the emission spectrum of
hydrogen?