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What is an interface/surface
a region of finite thickness where two homogeneous bulk phases meet
how do physical properties change around the interface region
they change rapidly over the length of a few molecules but it is not instant
what properties of interfaces influence
optical appearance
wetting behaviour
chemical reactivity

draw a density diagram for this interface

what size of particle allows for surface chemistry to dominate reactivity and why
nanoscale (aka nanoparticles nad mesoporous materials) due to high surface area to volume ratios
give examples of important interfaces
catalytic converter
solid-gas interface on surface of Pt, Rh or Pd catalysts that remove harmful gases from car exhaust via oxidation and reduction reactions
lungs
air-liquid interface in alveolar sacs, mediated by the layer of alveolar fluid
describe bulk liquids. draw a diagram
molecules subject to attractive interactions in all directions
these all lower the overall potential energy
net force is zero for each molecule

describe what is happening at a gas-liquid interface. draw a diagram
molecules at the surface have fewer near neighbours so fewer attractive interactions than bulk liquid
potential energy increased relative to molecules in the bulk
unbalanced forces results in net inward pull and contraction of the surface

how does a liquid minimise the energy of the system
reduces the surface area as it is energetically unfavourable for liquid molecules to reside at the surface
a ball has the smallest surface area (lower than cube or prism)
how do you extend an interface
supply energy/do work
what are the equations for the work needed to extend the interface
dA = L dx
dw = 𝛾 dA
dA = change in surface area
L = length of film
dx = change in length
dw = work needed to extend the interface
𝛾 = surface tension (Jm-2 = Nm-1)
constant of proportionality

what unit is equivalent to Jm-2
Nm-1
what are cohesive forces
intermolecular interactions in a liquid
what kind of molecule will have large surface tensions and why
molecules with strong intermolecular forces, such as H-bonding or dipolar interactions
there is a large energetic cost to placing them at the surface
the molecules at the surface are strongly bound to each other
what are examples of cohesive forces
van der Waals
H-bonding
metal bonding
dipole-dipole interactions
rank these liquids from highest to lowest surface tensions: water, hexane, mercury, ethanol
highest → lowest
mercury
water
ethanol
hexane
bubble definition
a thin film of liquid containing a gas
what is the difference between a bubble and a cavity
bubbles have gas on either side
cavities is when a gas pocket is in a liquid (e.g. carbonated drinks)
does a bubble have a section of bulk liquid
yes - the thickness of the liquid film is several hundred water molecules thick so the inner part of the film is bulk liquid
why doesn’t a bubble shrink to reduce surface area
shrinking the bubble causes pressure of the gas inside to increase, which requires work to be done
size of the bubble at equilibrium is the balance between energetic cost of creating a surface with the energetic cost of compressing the gas
What does the Young-Laplace equation tell you
links the radius of a bubble, r, to the difference in pressure between the inside, pin, and outside, pout, surfaces of the bubble
what is the Young-Laplace equation for a spherical bubble (2 surfaces
∆p = 4𝛾 / r
∆p = change in pressure
r = radius of the bubble
𝛾 = constant of proportionality
how to calculate work released due to decreased surface area of a bubble
Area of the original, larger bubble = 2 × 4πr2 = 8πr2
Area of the smaller bubble = 2 × 4π(r-dr)2 = 8πr2 - 16πrdr + 8πdr2 = 8πr2 - 16πrdr
as dr2 is very small
∴dwA = 𝛾dA = 𝛾[8πr2 - (8πr2 - 16πrdr)] = 16𝛾πrdr
how to calculate work required to compress gas in a bubble
pout exerts force on outer surface, F2
F2 = poutA = pout x 4πr2
pin exerts force on inner surface
F1 = pinA = pin x 4πr2
net force (F) is due to pressure difference
F = F1 - F2 = pin - pout (4πr2)
work required to compress the bubble by distance dr:
dwp = -Fdr = -(pin - pout)(4πr2)dr = -∆p x 4πr2dr

what is the Young-Laplace equation for a liquid drop or a cavity
∆p = 2𝛾 / r
what does the Young-Laplace equation show for the relationship between pressure difference and radius of curvature of the surface?
inverse relationship to smaller bubbles support larger pressure differences
when ∆p drops to 0, the radius of curvature becomes infinite (a flat surface)
what does it mean if a solute is negatively surface adsorbed
concentration of solute molecules is higher in the bulk
what does it mean if a solute is positively surface adsorbed
concentration of solute is higher at the interface
what is an example of a negatively surface adsorbed solute?
aqueous solutions of simple salts (NaCl)
how do negatively adsorbed solutes affect the surface tension and why?
increase surface tension as hydration shells form around each of the ions
interactions between ions and water molecules are stronger than water-water hydrogen bonds so the closer a water molecule is to an ion, the more it is stabilised (free energy is reduced)
water molecules at the surface are destabilised by having fewer near neighbours and by being further away from any ions
this effect tends to be small

why are salts at much higher concentrations in the bulk than at the surface
hydration shells form around each of the ions
placing an ion at the interface means it loses part of the hydration shell, which costs more energy than having a solvent molecule at the interface instead
concentration of ions at the interface is therefore much lower than in the bulk
do negatively surface adsorbed solutes have larger or smaller effects on surface tension than positively surface adsorbed solutes
smaller
what makes a solute positively surface adsorbed
if solute-solvent interactions are weaker than solvent-solvent interactions then the solute will migrate to the surface
how do positively surface adsorbed solute molecules affect surface tension and why
decrease surface tension
adding organic alcohols to water disrupts the energetically favourable H-bonding network of water. this disruption is minimised by moving alcohol molecule to the surface where there are fewer H-bonds to break
by concentrating the alcohol molecules at the interface, H-bonding network (which gives water its high surface tension) at the surface is disrupted which reduces the cohesive forces holding the surface together, translating to a reduction in surface tension
what does the Gibbs adsorption isotherm do
relates the rate of change in surface tension with bulk concentration of the solute to the concentration of solute molecules adsorbed at the interface
what is the Gibbs adsorption isotherm equation
𝚪S = - (c / RT) (d𝛾 / dc) = -(1 / RT) (d𝛾 / d lnc)
𝚪S = concentration of solute molecules adsorbed at the interface
c = bulk concentration of solute
d𝛾 / dc = rate of change of 𝛾 (when linear)
d𝛾 / d lnc = rate of change of 𝛾 (when its plotted as function of lnc)
what value of 𝚪S would you expect for negatively adsorbed solutes
𝚪S < 0
what value of 𝚪S would you expect for positively adsorbed solutes
𝚪S > 0
d𝛾 / dc < 0
what are surfactants
a class of molecule that are strongly adsorbed at the air-water interface
what is the structure of surfactants
molecules that contain both polar (hydrophilic) and non-polar (hydrophobic) segments, represented by a polar head group and a line for the non-polar tail
what are the 4 classes of surfactant molecules
anionic
anionic head with hydrocarbon tail
cationic
cationic head with hydrocarbon tail
non-ionic
polar head (e.g. -OCH2CH2OH) with hydrocarbon tail
zwitterionic
zwitterionic head (contains both charges) with hydrocarbon tail
how do surfactants react to being in aqueous solutions
at the interface, the polar head group maximises the favourable electrostatic interactions by being immersed in the water
the non-polar tail groups are largely in the vapour phase to minimise unfavourable solute-solvent interactions and maximising the favourable tail-tail interactions
what happens at the critical micelle concentration (CMC)
as surfactant concentration is increased, surface tension of water decreases
above a certain concentration (the CMC), 𝛾 no longer decreases and instead remains nearly constant
what happens to surface tension at low concentration of surfactant
surface tension decreases linearly w.r.t. surfactant concentration so d𝛾 / dc is constant
what happens to surfactant molecules below the CMC
surfactant molecules mainly exist as monomers at the air water interface
what happens to surfactant molecules around the CMC
the air water interface is saturated with surfactant molecules
what happens to surfactant molecules above the CMC
they can no longer migrate to the interface as it is full and instead begin to self assemble into aggregates known as micelles
what is the structure of micelles
polar shell surrounding the hydrocarbon core
