Structure and Bonding Flashcards
Name the group 1 elements in order down the group
H, Li, Na, K, Rb, Cs, Fr
Name the group 2 elements in order down the group
Be, Mg, Ca, Sr, Ba, Ra
Name the group 3 elements in order down the group
Sc, Y
Name the group 4 elements in order down the group
Ti, Zr, Hf, Rf
Name the group 5 elements in order down the group
V, Nb, Ta, Db
Name the group 6 elements in order down the group
Cr, Mo, W, Sg
Name the group 7 elements in order down the group
Mn, Tc, Re, Bh
Name the group 8 elements in order down the group
Fe, Ru, Os, Hs
Name the group 9 elements in order down the group
Co, Rh, Ir, Mt
Name the group 10 elements in order down the group
Ni, Pd, Pt, Ds
Name the group 11 elements in order down the group
Cu, Ag, Au, Rg
Name the group 12 elements in order down the group
Zn, Cd, Hg, Cn
Name the group 13 elements in order down the group
B, Al, Ga, In, Ti, Uut
Name the group 14 elements in order down the group
C, Si, Ge, Sn, Pb, Fl
Name the group 15 elements in order down the group
N, P, As, Sb, Bi, Uup
Name the group 16 elements in order down the group
O, S, Se, Te, Po, Lv
Name the group 17 elements in order down the group
F, Cl, Br, I, At, Uus
Name the group 18 elements in order down the group
He, Ne, Ar, Kr, Xe, Rn, Uuo
Define ‘quantize’
To restrict a physical quantity to one of a fixed set of numbers
What is the experimental evidence for electrons behaving as both a particle and a wave?
The photoelectric effect - Many metals emit electrons when light shines on them. Increasing intensity of light increased number of electron emitted, but not their kinetic energy - So electrons can behave as particles
Davisson and Germer (1925): - Fired electrons at nickel - Electrons diffracted not just reflected - Diffraction is a property of waves
What is the De Broglie relation?
wavelength = h / mv
Kinetic energy =
Curvature = 2nd derivative
What is the typical bond length in a molecule?
100 pm
A very small wavelength means…
No diffraction
What is the potential energy of an electron confined to a 1D box?
0 inside the box, infinity at the walls
What is the wavefunction, ψ?
Wave height at point x
When you put an electron in a box…
It behaves as a wave
ψn(x) =
Csin(nπx / L)
L = length of box
n = quantum number
C = normaliation constant, value needed to make the integral of this 1
Energy of a wave, E =
n2h2 / 8mL2
What is a node?
Locus where the wavefunction is 0
What is ψ2?
The probability of finding the electron at that point
ψn,m(x,y) =
2/L sin(nπx/L) sin(mπy/L)
2D: En,m =
(n2 + m2)h2 / 8mL2
Quantum number n =
Orbital size quantum number - principle quantum number
Quantum number l =
Orbital shape quantum number - orbital angular momentum quantum number