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reaction kinetics
measuring rate of reaction and sequence of steps by which it occurs
allows us to
determine how fast reaction takes place
determine conditions for optimum rate
propose mechanism
rate of reaction
decrease in concentration of a reactant per unit time OR increase in the concentration of product per unit time
rate (mol dm-3 s-1) = – 1/n d[reactant]/dt = 1/n d[product]/dt
regardless of which reagent is used to calculate, rate will be the same: -1/a d[A]/dt = -1/b d[B]/dt = 1/c d[C]/dt
determined from gradient of tangent of concentration-time graph
initial rate: gradient at t=0, infinitely small amount of reactant used up → most useful, can know initial concs of reactants. usually greatest rate since highest conc → highest freq of effective collisions
instantaneous rate: gradient at particular time t OR differentiate based on eqn of curve from excel (more accurate)
average rate: change in concentration over a period of time, gradient from start to end point
which reagent to measure concentration in order to determine rate?
if whole reaction is aqueous, water is solvent so is in large excess → cannot measure + change in conc is negligible, can ignore in pseudo rate eqn
experimental procedures for measuring rate
continuous measurement: track progress of reaction with time → “how much __ over time” (d/dt)
conc over time → using titration with quenching [the only chemical method]
vol of gaseous product over time → using gas syringe
mass loss over time
colour intensity → using colorimeter
electrical conductivity → using conductivity meter
discontinuous measurement
stopclock method
continuous method: titration with quenching
reactants of known conc and vol, start stop-watch at point of mixing
pipette oout samples of reaction mixture at regular time intervals
quench each sample: slow down/stop reaction
add large vol of cold solvent: dilutes reactants + reduces temp → slows down reaction
add negative catalyst/inhibitor → slows down reaction
add quenching reagent: immediately reacts with a reactant → stops reaction
titrate quenched sample with suitable reagent to determine conc of unreacted reactant/product formed at that time
to find rate, plot vol against time
continuous method: gaseous product volume
use gas syringe, measure volume at regular intervals
to find rate wrt gas, plot vol of gas collected against time
to find rate wrt acid, plot (Vgas at end – Vgas after time t) against time
(to add photo of setup)
continuous method: colour intensity
(to add photo of setup)
using colorimeter
beer-lambert law: colour intensity is proportional to concentration → higher intensity, higher absorbance
can only use when there is one coloured substance
to find rate, plot conc against time
continuous method: electrical conductivity
(to add photo of setup)
using conductivity meter (conductance bridge) → measure resistance of solution
changes because total no. of ions (mobile charge carriers) changes over time
OR type of ion present changes over time even if total no. same. eg: heavier CH3CHOO- with lower conducting mobility replaces OH- ions, conductivity of solution decreases
discontinuous method: stop clock method
measure time taken for appearance/disappearance of a colour
average rate ∝ 1/t1+t2+t3
diff experiments, vary conc of reactants
relative rate ∝ 1/t1
beaker standing on piece of white paper with cross, look vertically down
at amount of ppt increases, cross fades → until completely obscured (take as time)
disadvantages
only gives average rate and relative rate: cannot plot conc against time → cannot measure initial/instantaneous rate
precision is subjective, based on perception
larger % unc if time too short but not accurate if time too long
why is naked flame banned in coal mine?
provides energy to start initial combustion of coal dust in air
combustion will release energy to trigger subsequent reactions
fine suspended particles with large surface area increases rate of reaction, subsequent combustions escalates into explosion
half life
time taken for concentration of reactant to decrease to half of its original value
zero order: [A0]/2k
first order: ln2/k
second order: 1/k[A0]
integrated rate laws
zero order: [A] = -kt + [A0]
first order: ln[A] = -kt + ln[A0]
second order: 1/[A] = kt+1/[A0]
linearises eqn, able to find gradient and y intercept
finding order of reaction
inspection method: compare between data sets
substitution method: r1/r2 = (c1/c2)n where n is order of reaction
molecularity
no. of reactant particles involved in each elementary step
unimolecular, bimolecular, termolecular