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Stationary States, Energy Levels, Superposition & Wavefunction Collapse
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In quantum mechanics, stationary states refer to quantum states with all observables independent of time, typically associated with definite energy levels. These energy levels are discrete values that a quantum system can occupy. Superposition is the principle that a quantum system can exist in multiple states simultaneously, described by a linear combination of those states. When a measurement is made, the system's wavefunction collapses to a single eigenstate corresponding to the measured value, resolving the superposition into a definite state. This collapse is what gives rise to the observed physical properties of the system, including its energy level.
00:00 Introduction
06:59 Stationary States
14:22 Definite Energy Levels
22:37 Wavefunction Superposition/ General Solution
31:46 Probability of States
37:45 Orthogonality
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𓏬𓏬𓏬𓏬𓏬LEC NOTES - GDRIVE𓏬𓏬𓏬𓏬𓏬
𓏬𓏬𓏬𓏬𓏬VIDEO DESCRIPTION𓏬𓏬𓏬𓏬𓏬𓏬
In quantum mechanics, stationary states refer to quantum states with all observables independent of time, typically associated with definite energy levels. These energy levels are discrete values that a quantum system can occupy. Superposition is the principle that a quantum system can exist in multiple states simultaneously, described by a linear combination of those states. When a measurement is made, the system's wavefunction collapses to a single eigenstate corresponding to the measured value, resolving the superposition into a definite state. This collapse is what gives rise to the observed physical properties of the system, including its energy level.
00:00 Introduction
06:59 Stationary States
14:22 Definite Energy Levels
22:37 Wavefunction Superposition/ General Solution
31:46 Probability of States
37:45 Orthogonality
𓏬𓏬𓏬𓏬𓏬𓏬TELEGRAM𓏬𓏬𓏬𓏬𓏬𓏬
𓏬𓏬𓏬𓏬𓏬SUPPORT CHANNEL𓏬𓏬𓏬𓏬𓏬
Your Financial support provides me an additional incentive to create high quality lecture videos. I am very much thankful for your generosity and kindness
JOIN MEMBERSHIP in Youtube 😇😇😇
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