|
GR8677 #27 |
|
|
Problem
|
|
 |
Quantum Mechanics }Spin
Spin explains a lot of things.
(A) Remember orbitals? Whether a shell is full or not determines the properties of each column of the periodic table. A full shell has all electron spins paired together, while a partially filled or empty shell doesn't have that. So, spin is definitely in the Periodic Table.
(B) The specific heat of metals differs if one calculates it using the Fermi-Dirac or Bose-Einstein distributions; the first is used for fermions and the second for bosons. So, spin plays a role here.
(C) The Zeeman effect has to do with splitting caused by spin.
(D) The deflection of a moving electron is due to the magnetic field contribution to the Lorentz Force. This is a classical non-spin related phenomenon, on first analysis. This is the best choice.
(E) Fine structure has to do with splitting caused by spin.
|
|
|
Alternate Solutions |
| There are no Alternate Solutions for this problem. Be the first to post one! |
|
|
Comments |
jeka
2007-02-17 08:30:53 | Specific heat of metal at low temperatures is proportional to  whereas specific heat of lattice is proportional to  . Assume  , then heat capacity of lattice is much less than that of electron gas, which can be explained only if the electron posesses spin.
Anomalous Zeeman effect can be explained if there is a magnetic moment due to spin: 
It also explaines the Stern-Gerlach effect (D).
Fine structure of atomic spectra is due to quantum-mechanical sum rule of orbital angular momentum and spin.
The first variant, (A), doesn't relate to spin because structure of the periodic table is corresponds to increase of the charge of nucleus, that is the number of protons in it.
So, the right answer is (A).
StrangeQuark
2007-07-01 12:19:53 |
Not entirely, if the periodic table is based just on the increase of the charge of nucleus then why is it not just a straight line, or why is helium not directly after hydrogen, why all the extra space between, Answer: SPIN
|
Blake7
2007-07-23 18:42:28 |
The magnetic field used in Stern-Gerlach is not uniform.
Spin gives us the shell structure of the periodic chart with features like halogens, noble gases, alkali metals and transition elements.
Yosun and StrangeQuark are correct.
|
FortranMan
2008-10-19 12:39:37 |
The  of the periodic table (or its shape if you will) corresponds to the orbital shells, s, p, d, f. Each element is grouped by its highest complete or incomplete orbital. This was first discovered empirically through chemistry by categorizing the chemical similarities and differences between different elements. If the structure of the periodic table just corresponded to the nucleus's charge (or its number of protons), than it would just be a linear list rather than the strange assortment of boxes we are used to seeing.
|
|  |
|
| Post A Comment! |
|
|
Bare Basic LaTeX Rosetta Stone
|
LaTeX syntax supported through dollar sign wrappers $, ex., $\alpha^2_0$ produces  .
|
| type this... |
to get... |
| $\int_0^\infty$ |
 |
| $\partial$ |
 |
| $\Rightarrow$ |
|
| $\ddot{x},\dot{x}$ |
 |
| $\sqrt{z}$ |
 |
| $\langle my \rangle$ |
 |
| $\left( abacadabra \right)_{me}$ |
_{me}) |
| $\vec{E}$ |
 |
| $\frac{a}{b}$ |
 |
|
|
|
|
The Sidebar Chatbox...
Scroll to see it, or resize your browser to ignore it... |
|
|
|
