- #1
dongwoo
- 4
- 0
Homework Statement
problem no.3
Homework Equations
<ΨㅣΩㅣΨ>
The Attempt at a Solution
I used <ΨㅣΩㅣΨ> and but I don't find solution
lΨ(t)>=?
I need help...
You'll have to give more details than that. Also, what is Ω?dongwoo said:I used <ΨㅣΩㅣΨ> and but I don't find solution
lΨ(t)>=?
DrClaude said:You'll have to give more details than that. Also, what is Ω?
I can however tell you that you seem to be going in the wrong direction. You don't actually need |Ψ(t)>, but rather |ψ> at the different parts of the apparatus.
In general, the value of the experiment, of course, does not come up with the quantized upper and lower lines?DrClaude said:So, what is the state of the spin, after coming out of the first SG apparatus?
Thank you for your kind help. Some clues have been caught.DrClaude said:Read the text of the problem. It should be pretty clear what is the state of the spin after coming out of the first SG as described in the problem.
The Stern-Gerlach Experiment is a physics experiment that was first conducted in 1922 by Otto Stern and Walther Gerlach. It is used to demonstrate the quantum mechanical behavior of subatomic particles, specifically the intrinsic spin of these particles.
The experiment involves passing a beam of particles, typically silver atoms, through an inhomogeneous magnetic field. The field causes the particles to split into two beams, each with a different spin direction. This split is known as the "spin up" and "spin down" states.
The Stern-Gerlach Experiment was one of the first experiments to provide evidence for the concept of quantum spin. It also helped to confirm the existence of quantized angular momentum, a key concept in quantum mechanics.
The "problem" in the Stern-Gerlach Experiment refers to the observation that the two beams of particles do not follow classical physics predictions. Instead, they are split into discrete states, which can only be explained by quantum mechanics.
The Stern-Gerlach Experiment is a classic example of the strange and counterintuitive behavior of particles at the quantum level. It shows that particles can have discrete states and properties, rather than existing as continuous objects. This experiment played a crucial role in the development of quantum mechanics and our understanding of the quantum world.