Homework Statement
This is a Quantum Physics problem.
An electron moves in a one-dimensional potential well such that the potential V = 0 for |x| ≤ a, and V = ∞ otherwise.
The system has energy eigenfunctions:
Un = a^(-1/2) cos (n∏x/2a), for n odd, and
Un = a^(-1/2) sin (n∏x/2a)...
Homework Statement
2 identical clocks are synchronised in a lab on the equator. One clock is carried around the equator in 24 hours at a constant speed. Given that the radius of the Earth is 6.4 x 10 ^ 6 m, find the difference between the times registered by 2 clocks when the traveling clock...
Homework Statement
The question is to find the total angular momentum of the following atoms in their ground state - Na (11 electrons), and Rb (37 electrons). That's all the info given.
Homework Equations
I have no idea - that's what I can't find!
The Attempt at a Solution
I've...
Homework Statement
"The Michelson-Morley experiment was conducted using an interferometer with L1 = L2 = 40m, lambda = 632nm, and maximum fringe separation d = 0.0022 fringes.
Find the upper bound on the relative speed of the Earth and the ether, and clearly state the significance of the...
Homework Statement
Q1. Briefly explain the relevance of the Pauli exclusion principle for the structure of the periodic table of the elements.
Q2. What is the maximum number of electrons that can be located in an atomic subshell with quantum numbers n and L? Briefly expain your answer...
Homework Statement
Consider energy generation in the Sun. Fusion through the pp cycle takes place within its core which has
r = 0.2 Rs
T = 1.3 x 10 ^ 7 K
rho (density) = 1.1 x 10 ^ 5 kg m^-3
X (total mass fraction of hydrogen) = 0.34
The nuclear energy generation rate for the pp...
Apologies, I've solved it!
If anyone wants to know the solution:
With that kind of equation, you're supposed to divide first, THEN put it to the power of a half, THEN add in the minus sign, THEN take the exponential.
Sorry guys!
Homework Statement
There isn't an exact problem I'm struggling with, it's one small part of a larger problem, which involves finding the probability protons will penetrate the Coulomb barrier.
I'm trying to understand an example in my notes, and the bit that confuses me is attached as an...
Homework Statement
It is estimated that a particular diffuse hydrogen cloud has a particle density of 3e7 cm^-3, and the temperature is 150 K.
Calculate Jeans mass.
Homework Equations
Jeans mass is given by: (5kT/GmewM(H))^(3/2) . (3/4∏p)^(1/2)
where k = boltzmanns constant =...
Thanks both, I understand :)
One question though, does it give me the (energy) answer in ev? I assume it does since ev is the unit of the -13.6.
And then, do I need to convert both to Joules, then take them away, and then find corresponding wavelength?
Thanks again.
Homework Statement
In a hydrogenlike ion with atomic number Z, the energies of the allowed states are given by
E(n) = (-13.6eV) (Z^2/n^2)
What is the wavelength asociated with the transition between first excited state and ground state of hydrogen-like helium? (He+)
Homework...