Final Flashcards

1
Q

F block

A

Lanthanoids and actinoids

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2
Q

D block

A

contiguous transition metals

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3
Q

Which is first, 4s or 3d

A

4s fills before 3d

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4
Q

Colorful hydrated ions

A

first row transition metals

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5
Q

high valent oxides

A

second and third row metals

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6
Q

Ligands

A

Lewis base / electron donors / nucleophiles

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7
Q

Monodentate Ligand

A

one donor atom

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8
Q

Coordination sphere

A

central metal ion + attached ligands

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9
Q

coordination number

A

number of donor atoms bound to central ion

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10
Q

tetrahedral

(d0 or d10), low oxidations states

A

coord number 4, weak ligands

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11
Q

square planar

(d8)

A

coord number 4, strong ligands

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12
Q

trigonal bipyramidal

A

coord number 5

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13
Q

octahedral

A

coord number 6

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14
Q

eg orbitals

A

dx2-y2, dz2
lobes pointing directly at ligand, higher energy

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15
Q

t2g orbitals

A

lower energy, lobes point between ligand point charges

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16
Q

Δoct

A

difference in energy between eg and t2g orbital levels

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17
Q

weak ligands

A

I- < Br- < Cl- < F- < H2O

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18
Q

Strong Ligands

A

C2 O42- < NH3 < ethylene Diamine < NO2- < CN-

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19
Q

High spin complexes

A

energy to pair an electron (p) is greater than delta oct, weak ligands

20
Q

Low spin complexes

A

energy to pair electron (p) is less than delta oct, strong ligands

21
Q

Paramagnetism

A

attracted to magnetic field, weak ligands result in unpaired electrons

22
Q

diamagnetism

A

weak magnetic repellance, all electrons are paired (strong ligands)

23
Q

square planar

A

always low spin, octahedral w/ infinite axial bonds

24
Q

color seen is

A

complementary to that absorbed

25
strong field ligands
induce large splittings, absorbe high energy light (small wavelength)
26
weak field ligands
induce small splittings, absorb low energy light (big wavelength)
27
solve for delta oct
given wavelength of absorbance, use vλ = c to solve for v, then E=hv to solve for energy,
28
lattice points
exist at all corners of unit cell
29
unit cell
simplest repeating unit iterated in 3d to generate lattice
30
SC unit cell
simple cubic: One atom at each corner
31
BCC unit cell
Body Centered Cubic: 1atom in center, 1 at each corner
32
FCC unit cell
Face Centerd Cubic: 1 atom at center of each face, 1 at each corner, could have 1 in middle
33
Properties of SC
stacking pattern aaa (primitive packing), 6 nearest neighbors
34
Properties of BCC
square packing (ababab), 8 nearest neighbors
35
properties of FCC
closest packing (abcabc), 12 nearest neighbors
36
corner atom vol contribution
1/8 * number of corner atoms
37
Vol contribution of face atoms
1/2 * number of face atoms
38
vol contribution of interior atom
1 * number of interior atoms
39
How do you get the radius of a FCC lattice
pythagorean's theorem
40
how to find packing efficiency
relate cell edge length (a) to sphere radius (r), calculate volume of cube wrt a as well as the total vol of spheres filling, find ratio of vol spheres/vol cube
41
metal density
d = mass of all atoms/ vol unit cell, get mass of metal atoms in grams, using radius find cell length to get volume
42
FCC interstitial holes
tetrahedral and octahedral
43
BCC intersitial holes
octahedral (bc other neighbors)
44
Wide gap diffraction
small effect
45
narrow gap diffraction
large effect
46
diffraction
bending of light through small aperature
47
d electron count of a complex
that of the central atom