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Questions tagged [angular-momentum]

The conserved quantity arising from a rotational invariance. Combine with rotational-dynamics for the classical mechanics approach and quantum-mechanics for the QM interpretation

-3 votes
0 answers
49 views

In the book of sakurai Modern Quantum Mechanics they have this $$ \begin{aligned} & \sqrt{(j \mp m)(j \pm m+1)}\left\langle j_1 j_2 ; m_1 m_2 \mid j_1 j_2 ; j, m \pm 1\right\rangle \\ & =\sqrt{...
amilton moreira's user avatar
2 votes
0 answers
53 views

According to Weinberg' QFT vol I, (2.4.8), the generator of angular momentum $J^{\rho\sigma}$ transform as $$U(\Lambda, a) J^{\rho \sigma} U^{-1}(\Lambda,a) =\Lambda_\mu^{\,\,\rho} \Lambda_\nu^{\,\,\...
orange's user avatar
  • 63
1 vote
0 answers
104 views

If the universe is rotating once every 500 billion years, as some researchers think, and angular momentum is conserved, then when the universe had a smaller radius was it spinning faster?
user avatar
0 votes
2 answers
112 views

In this Veritasium video, there is a rotating wheel attached to a rope hanging from ceiling by a rod connecting end of the rope to the center of the wheel. I understand that if you know that a priori ...
Rias Gremory's user avatar
2 votes
1 answer
468 views

If I am in the computational basis (given by unit vector ${z}$) and have a ket $|0\rangle$, and I have $\sigma = (\sigma_x, \sigma_y, \sigma_z)$, the Pauli matrices, then my ket is an eigenfunction of ...
Wapiti's user avatar
  • 413
2 votes
3 answers
90 views

I wonder what will be the probability of finding the particle in a particular $L_x,L^2$ state after we know its $L_z,L^2$. Definitely,the $L^2$ value will not change. Here is what I tried: First of ...
S K's user avatar
  • 105
1 vote
0 answers
91 views

Using the Schwarzchild solution and taking proper units to make $r_s=c=1$, we can obtain that the geodesic of a test object orbiting a non-rotating uncharged black hole can be seen as being attracted ...
John Ao's user avatar
  • 13
0 votes
1 answer
135 views

Two discs of radii $R$ and $2R$ are pressed against each other. Initially the disc with radius $R$ was rotating with angular velocity and other disc was stationary. Both discs are hinged at their ...
human's user avatar
  • 229

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