CFSE=(E)ligand field−(E)isotropic field.
Use the above equation to calculate the ligand stabilization energy for both high spin and low spin of d5.
Please show all steps so I can apply it to other problems! THANKS!
CFSE=(E)ligand field−(E)isotropic field. Use the above equation to calculate the ligand stabilization energy for both high...
Which coordination complex has the most favorable ligand field stabilization energy (LFSE)? Low-spin d6 High-spin d6 Low-spin d5 High-spin d5
Which dorbital configuration has the highest crystal field stabilization energy (CFSE) in a low spin octahedral crystal field? d4 d3 d6 ОООО g8 d? Predic whether the following complex is diamagnetic or paramagentic. 72+ paramagnetic need more information to answer this question diamagnetic The magnetic property of a transition metal complex can be predicted using crystal field theory. If we assume that the magnetic moment arises entirely from unpaired electron spins then the "spin only magnetic moment (us) is given...
i can't solve this question of coordination chemistry, could someone hlep me please Exercise 1: 1. What kind(s) of interaction between the ligand and the metal ion is(are) considered in the crystal field approach? 2. Give and justify the degeneracy lifting for a tetrahedral complex. Would it be the same for an octahedral complex? 3. Let us consider hexaaquacopper(II) ion. Justify the elongation of two opposite Cu-O bonds (along z for example) compared to the other four Cu-O bonds using...
Consider a solution of charged, polymer molecules in a constant electric field \(\mathcal{E}\). The polymer is modeled as a chain of monomers of mass \(m\) connected by \(N\) massless rigid rods of fixed length \(\ell,\) which are freely jointed at the monomers so that adjacent rods may make any angle with respect to each other. The two monomers at the ends of the molecule have charge \(\pm q\), respectively, and the others are uncharged. The solvent molecules act as a...
referencing: 3-6. Use either the expression for (E) in Example 3-1 or the one in Problem 3-5 to show that hy B and that (E)-→ 0 T→00 as Postulate That the Average Ensemble Energy Is Equal to the Observed Energy of a System ls EXAMPLE 3-1 uation for (E) for the simple system of a (bare) proton in a magnetic eld B ON: The energy of a bare proton in a magnetic field B, is given by Ey y is...
7. Saha-Langmuir Equation for Hydrogen: A reaction of great relevance in astrophysics is the ion- ization/recombination of atomic hydrogen: Hp+ +e-, which can be treated like other chemical reactions -or equivalently, in effect as the adsorption of an electron onto a proton Assume: (i) thermodynamic equilibrium conditions prevail; and that (ii) all species can be treated as ideal gases (meaning the particles are sufficiently dilute so that Coulombic interactions amongst the free charged species can be neglected); (iii) the system...
struggling with problems 6-11 please show me how to come up with the answers so I can learn how to do these problems XYZ's Use TABL above Sor qestions 5 to 1. ABC sets a high price, wbat peice should xyZ sect And whwil Xs pay oqpal 6. If cts a low İhce, what prie Ir XYZ sets a 8. What is XYZs domimant stranegy 9. What is ABCs dominant straliegy 10. What is the Nash Equilibrium of this price-setting...
Please answer both questions (apart from 9b) if you can! Very stuck on both MR B2 8. An adjustable loop, with a cross-bar of width w that slides between two rails, is tilted so that it makes an angle & with respect to the ground. Let the sliding cross-bar have a resistance R and a mass m (and neglect any other resistance). a. If the loop is placed in a vertical magnetic field, B = B2, show that the cross-bar...
Please answer this problem FULLY with detail steps on how to slove. My professor normally has us answer these questions by hand, and for complex imformation to put the rest into Excel. So, the handworked steps and solutions would be greatly apprecited. Thank you! For the following problems you must develop a diagram to show the situation, include a brief problem statement and clearly show the energy balance equations you are using (start from the appropriate form of the energy...
only need e f and g thank you 12.11.3 Activity: The Rotational Inertia of a Disk Measure the radius, R, of the disk shown in Figure 12.17. Use the theoretical equation obtained rom integration to calculate the theoretical value of the rotational inertia of that disk. The a. theoretical equation isD2b You will need to find an equation for the area of a hoop or radius, r, in order to determine what fraction of the total mass of the disk...