2.16 Consider a hypothetical X*-Y ion pair forwhich the equilibrium interionic spacing andbonding energy values are 0.35 nm and -6.13eV, respectively. If it is known that n in Equa-tion 2.11 has a value of 10, using the resultsof Problem 2.14, determine explicit expres-sions for attractive and repulsive energies EAand Er of Equations 2.8 and 2.9. Arert))renta)nBren+z)movo,%3DA%3D(Cm+a))Cnte)ToABEonBEquation SummaryEquationNumberPageNumberEquationSolving forE = S F drPotential energy between2.429two atomsAttractive energy between2.831two atomsBEn =Repulsive energy between2.931two atoms{1 - exp[-(0.25)( xa – Xa)2.10%IC =x 100Percent ionic character33ABEN =(2.11)List of SymbolsSymbolMeaningA, B, nMaieriai cosianisEE.ERFPotential energy between two atoms/ionsAttractive energy between two atoms/ionsRepulsive energy between two atoms/ionsForce between two atoms/ionsSeparation distance between two atoms/ionsElectronegativity value of the more electronegativeelement for compound BAElectronegativity value of the more electropositiveelement for compound BAX

The interionic spacing is given as, ro=0.35 nm. The bonding energy values is given as, Eo=-6.13 eV.…

Answered: 2.16 Consider a hypothetical X*-Y¯ ion…

Similar questions

Ignoring the fine structure splitting, hyperfine structure splitting, etc., such that energy levels depend only on the principal quantum number n, how many distinct states of singly-ionized helium (Z = 2) have energy E= -13.6 eV? Write out all the quantum numbers (n, l, me, ms) describing each distinct state. (Recall that the ground state energy of hydrogen is E₁ = -13.6 eV, and singly-ionized helium may be treated as a hydrogen-like atom.)
could you also explain to me how you come up with question A?
Problem 4.25 If electron, radius [4.138] 4πεmc2 What would be the velocity of a point on the "equator" in m /s if it were a classical solid sphere with a given angular momentum of (1/2) h? (The classical electron radius, re, is obtained by assuming that the mass of the electron can be attributed to the energy stored in its electric field with the help of Einstein's formula E = mc2). Does this model make sense? (In fact, the experimentally determined radius of the electron is much smaller than re, making this problem worse).
Problem 4.45 What is the probability that an electron in the ground state of hydro- gen will be found inside the nucleus? (a) First calculate the exact answer, assuming the wave function (Equation 4.80) is correct all the way down to r = 0. Let b be the radius of the nucleus. (b) Expand your result as a power series in the small number € = 2b/a, and show that the lowest-order term is the cubic: P≈ (4/3)(b/a)³. This should be a suitable approximation, provided that b
Math
Problem 4.38. Two magnetic systems in thermal contact Consider two isolated systems of noninteracting spins with NA energies are EA = -2µB and Eg = -2µB. = 4 and NB = 16. Their initial (a) What is the total number of microstates available to the composite system? (b) If the two systems are now allowed to exchange energy with one another, what is the probability that system A has energy EA? (c) What is the mean value of EA and its relative fluctuations? Calculate the analogous quantities for system B.