AN IMPORTANT FACTOR THAT CONTRIBUTES TO THE HIGH LIGAND
FIELD STRENGTH OF LIGANDS SUCH AS CO,CN-,AND PHOSPHINES IS
BONDING BETWEEN METAL AND THE LIGAND.THERE ARE THREE TYPE
BONDINF IN METAL CO COMPLEX.
THE MOST COMMON SITUATION IS WHEN A LIGAND SUCH AS
CARBON MONOXIDE OR CYANIDE DONATES ITS SIGMA (NONBONDING) ELECTRONS
TO THE METAQL , WHILE ACCEPTING ELECTRON DENSITY FROM THE METAL
THROUGH OVERLAP OF AMEGTAL T2g orbital AND A LIGAND
* THIS SITUATIO N IS CALLED "BACK BONDING" BECAUSE THE LIGAND
DONATES
ELECTRON DENSITY TO THE METAL AND THE METAL DONATES
ELECTRON DENSITY TO THE LIGAND.THE LIGAND IS THUS ACTING AS A
ACCEPTOR AND
DONOR. IN
BACK BONDING , THE METAL DONATES
ELECTRON TO THIS LIGAND
* ORBITAL ADDING ELECTRON DENSITY TO AN ANTIBONDING
MOLECULAR ORBITAL. THIS RESULTS IN WEAKENING OF THE CO BOND,WHICH
IS EXPERIMENTALLY OBSERVED AS LENGTHENINGT OF THE
BOND.
D-D BONDING OCCURS WHEN AN ELEMENT SUCH PHOSPHORUS
,WHICH HAS A
SYMMETRY LONE PAIR AND AN EMPTY METAL 3D ORBITAL,BINDS TO A METAL
THAT HAS ELECTRONS IN A T2g ORBITAL.THIS IS A COMMON
SITUATION FOR PHOSPHINE COMPLEXES ( EG: TRIPHENYLPHOSPHINE) BOUND
TO LOW - VALENT ,LATE TRANSITION METAL.CO EXAMPLE THE ACCEPTOR
ORBITAL IS A PHOSPHORUS 3D ORBITAL RATHER THAN A LIGAND
* ORBITAL.
Q3 (5 points) Discuss the bonding between CO, the prototypical ft-acid ligand, and d-metals in octahedral...
1 (i) Discuss how the nature of the ligand, position of the metal in the d-block elements and metal oxidation state influence the magnitude of the d orbital splitting in metal complexes, (as applied in crystal field theory). Outline the principal differences between the 1st row and 2nd/3rd row transition metal complexes. (ii) Describe with relevant examples and diagrams the several types of isomerism which are commonly encountered in transition metal complexes.
(a) Illustrate the type of bonding involved when a carbon monoxide CO ligand is bound to a transition metal centre. (b) Give an explanation of the different values of the carbonyl stretching frequencies for the compounds shown below: [V(CO)6]- 1860 cm-1 Cr(CO)6 2000 cm-1 [Mn(CO)6]+ 2096 cm-1 CO 2143 cm-1 H3B-CO 2164 cm-1
Q2 (5 points) Part A (2 marks) Briefly explain how variations in ligand field stabilization energy (LFSE) account for the double-humped curve observed in the hydration energy of high spin M2+ ions across the first period of the d-block? Part B (2 marks) What is the relationship between the magnitude of the pairing energy, P, and the size of the ligand field splitting parameter, Ao , in a weak field octahedral complex? Briefly explain? Part C (1 mark) How does...
(5 points) Rationalize the change in the CO stretching frequencies observed for the following series of metal carbonyl complexes: V(CO)] 1858 cm [Cr(CO) 2000 cm Mn(CO)ol 2095 cm
In the complex ion [ML6]n+, Mn+ has five d electrons and L is a strong field ligand. According to crystal field theory, the magnetic properties of the complex ion correspond to how many unpaired electrons? A. 0 B. 1 C. 2 D. 3 E. 5 Which one of these complex ions would absorb light with the shortest wavelength? A. [Co(H2O)6]2+ B. [Co(NH3)6]2+ C. [CoF6]4– D. [Co(CN)6]4– E. [Co(en)6]2+ The ion [Co(NH3)6]2+ is octahedral and high spin. This complex is (4pts)...
Question 5 6 pts A student has three test tubes containing a metal (M) nitrate solution M(NO3)2 (aq) (where "M" represents a generic transition metal). The student adds aqueous ammonia (NH3) to one test tube, aqueous hydrochloric acid (HCI) to the second tube, and nothing more to the third tube, but forgets to label the tubes. After this, one test tube contains a red solution, one an orange solution, and one a yellow solution. Note: This metal, M, would follow...
Date: 1117 mework 10 - Ch. 21-23 A) CN B)NO c)r D) CO Name: E ) en 24. Place the ligands, CN-, Br., H2O, and OH-in order from least to greatest according ability to split the d orbital energy level. A) CN-, OH, H2O, Br- C) Br,H20, CN-, OH- B) Br., OH, H2O, CN- D) None of the above 25. The charge on the central metal ion in (Cr(NH3)(CO3)2+ is A)-1. B) 0. C) 1. D) 3. E) 5 26....
5. (20 points) For many dielectric materials, the relationship between the displacement field D and the electric field E in the material is linear and can be represented simply by th equation D-eE, where ε is the permittivity of the medium. Consider now two long, co- axial cylindrical conducting shells separated by such a dielectric (see the cross-sectional figure below). Let the surface charge density on the inner cylinder with radius a be +o, and assume that the charge is...