Given the following hybrid orbitals, which are orthogonal but not normalized:    image It is requested to obtain their expressions in normalized form. Date: The s and px atomic orbitals are orthonormal, that is, they meet the orthogonality and normalization conditions.

Explain how Cooper pairs can exist in superconducting materials, even though electrons repel each other.

To enhance ionized impurity scattering limited mobility and phonon scattering limited mobility, how you will change doping concentration (increase or decrease) and lattice temperature (increase or decrease)? Is the peak of the mobility value determined by ionized impurity scattering limited mobility value or phonon scattering limited mobility value at a particular temperature?

Write down the ground state electronic structure for Rb by inserting the correct integer numbers in the boxes below. Leave a box empty, or insert a zero if you want to indicate no electrons occupy that specific orbital. You can look at the Periodic Table (Section 5.4 of Unit 21) to establish the number of electrons in Rb. 1s 2s 2p 3s 3p 4s 3d 4p 5s 4d Select from the list below one element that you expect would have similar chemical properties to Rb. ○ Li Mg OCI B S As

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.

pls send me answer of this question in written form with expalantion and i will give you like sure Draw the projections for spin angular momentum. Calculate the angles between the z-axis and the spin angular momentum S of the electron in the up and down spin states.

Write down the confi gurations for the ground states of calcium and aluminum. What are the LS coupling quantum numbers for the outside subshell electrons? Write the spectroscopic symbol for each atom

Please, I want to answer the question correctly and clearly for this question, the name of the course: Laser and its applications

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.

Describe the tunneling of superconducting cooper pairs