Recent content by Bernard
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Undergrad Angular momentum operator commutation relation
yep that is zero. it just slipped my mind. Thanks- Bernard
- Post #6
- Forum: Quantum Physics
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Undergrad Angular momentum operator commutation relation
yes I understand that but why not, by the same reasoning, this is not applied on the other terms? (or maybe it is and I am not seeing it) i.e. why not y \frac{\partial}{\partial z} \left( -x \frac {\partial \psi}{\partial z} \right ) = y \frac{\partial(-x)}{\partial z} \frac{\partial...- Bernard
- Post #4
- Forum: Quantum Physics
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Undergrad Angular momentum operator commutation relation
I am reading a proof of why \left[ \hat{L}_x, \hat{L}_y \right ] = i \hbar \hat{L}_z Given a wavefunction \psi, \hat{L}_x, \hat{L}_y \psi = \left( -i\hbar \right)^2 \left( y \frac{\partial}{\partial z} - z \frac {\partial}{\partial y} \right ) \left (z \frac{\partial \psi}{\partial x} -...- Bernard
- Thread
- Angular Angular momemtum Angular momentum Angular momentum operator Commutation Commutator Momentum Operator Operators Partial derivatives Quantum mechahnics Relation
- Replies: 5
- Forum: Quantum Physics
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Undergrad How can the Equivalence Principle hold when we consider tidal forces?
So this only holds in uniform gravitational fields. Now Earth does not have a uniform gravitational field (since field lines are not parallel and tidal forces can be seen on earth). Then why do we need to correct our time on the GPS satellites due to general relativity if the slow running of...- Bernard
- Post #4
- Forum: Special and General Relativity
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Undergrad How can the Equivalence Principle hold when we consider tidal forces?
Tidal Forces: "It arises because the gravitational force exerted by one body on another is not constant across it". which implicitly implies that the acceleration is not constant on that body. Equivalence Principle: "weightlessness sensation occurs when one free falls in gravity" - which...- Bernard
- Thread
- Equivalence Equivalence principle Forces General relativity Principle Tidal Tidal forces
- Replies: 9
- Forum: Special and General Relativity
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Undergrad Width of a stationary wave packet as a function of time
Ok so if V(x) is zero?- Bernard
- Post #7
- Forum: Quantum Physics
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Undergrad Width of a stationary wave packet as a function of time
I meant V(x) that is the potential. Part of the hamiltonian of the time dependent shrodinger equation- Bernard
- Post #5
- Forum: Quantum Physics
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Undergrad Width of a stationary wave packet as a function of time
i am talking about a time dependent behaviour of a gaussian wave-packet. -\frac{h^2}{2m}\frac{∂^2}{∂x}+Vx- Bernard
- Post #3
- Forum: Quantum Physics
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Undergrad Width of a stationary wave packet as a function of time
Trivial question: If a wave-packet is spreading with time, should the width of the wave-packet grow linearly with time?- Bernard
- Thread
- Function Time Wave Wave packet Width
- Replies: 7
- Forum: Quantum Physics
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High School Vector & Scalar: A Detailed Overview
in simple 'Artistic' ways, Everything in life has an amount/magnitude, a bag of sand of 50kg is an example of an amount. however not everything in life has a direction. The 50kg sand bag does not have a direction where it could potentially go, that's non existent. However a push or a pull for...- Bernard
- Post #7
- Forum: Other Physics Topics
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Graduate Einstein vs Newton: Does GR Disprove Gravitation?
If Einstein proved that light (a massless object) can be bent because of space-time. Then what happens to Newton's gravitation equation F = Gmm/r^2. Obviously this cannot apply to light, so technically this should fall completely, having both Newton's and Einsteins discovery working at the same...- Bernard
- Thread
- Gr Gravitation Newtonian Theory
- Replies: 3
- Forum: Special and General Relativity