greswd
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If I have 2 identical laser pointers, is it possible for me to point them both at the same spot on a wall and see no light at all due to complete destructive interference?
The discussion centers on the feasibility of achieving complete destructive interference using two identical laser pointers aimed at the same spot on a wall. It is established that for perfect cancellation to occur, the lasers must be mutually coherent and perfectly overlapping, which is practically unattainable. The conversation highlights that even with high-quality lasers, factors such as finite coherence time and the need for precise alignment of wave vectors complicate the scenario. Additionally, energy conservation principles dictate that if destructive interference occurs in one location, constructive interference will manifest elsewhere.
PREREQUISITESPhysicists, optical engineers, and anyone interested in advanced laser applications and wave interference phenomena.
Unless they are perfectly overlapping, you cannot get a perfect cancellation everywhere. I don't see how you could place the screen such that you get only destructive interference.greswd said:Actual lasers, but of the highest quality allowed by the laws of physics. Even if both are at an angle, we still can align the wave vectors right?
greswd said:If I have 2 identical laser pointers, is it possible for me to point them both at the same spot on a wall and see no light at all due to complete destructive interference?
Energy is conserved so, if there is destructive interference in one spot, there will be constructive interference somewhere else. The energy just has to go somewhere.greswd said:same spot on a wall and see no light at all due to complete destructive
Actually, it's worse than that. The only way to get your cancellation 'everywhere' is for the phase centres of the two sources in exactly the same place and for the distribution patterns to be identical. That, I think, would imply that even the emitting atoms would need to be in the same places.DrClaude said:Unless they are perfectly overlapping, you cannot get a perfect cancellation everywhere.