A hydrogen atom is initially in the - 2 state. At this instant the magnetic field applied to the system. Choose the correct Zeeman pattern below.
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- Question A answer only give me17. Please answer question throughly and detailed.solve the problem An electron with angular momentum {= 1 exists in the state X = A Where A is the normalization constant. A) Find the value of A B) If a measurement of Ldis made, what values will be obtained, and with what probabilities?
- Assume that State A has an energy of -2 eV, while State B has an energy of -4eV. Of the choices from the attatched image, which is true (say, at room temperature)?Explain the reason that metal atomic chains have quantized G, different from bulk metals by comparing with the Schematic illustration of a diffusive and ballistic conductor.i need the answer quickly
- Prove the angular momentum of a single electron..Consider a hydrogen-like atom such as He+ or Li++ that has a single electron outside a nucleus of charge Ze. (a) Rewrite the Schrödinger equation with the new Coulomb potential. (b) What change does this new potential have on the separation of variables? (c) Will the radial wave functions be affected? Explain. (d) Will the spherical harmonics be affected? Explain.Please tepe answer
- 2.) An electron is in the n = 1 state in a hydrogen atom. а.). Write down the radial wavefunction. b.) Write down the radial probability density. с.) Find the mean radius. You may use the fact that lim,→. x"e¯* = 0. X→∞ d.). Find the mean value of r². e.) . "Find the standard deviation of the radius. The answer is between a, and ao.Please help need asap.will thumbs up.Explain the difference between the group velocity and the phase velocity. Tell which one is associated with the probabilistic center of mass of the electron.