Lab 3 Flashcards

1
Q

what is Ea

A

the energy necessary to initiate a chemical reaction

examples:
combustion of paper; the reaction of cellulose with oxygen is spontaneous, but you need to initiate the
combustion by adding activation energy from a lit match.

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2
Q

what will be done in this experiment

A

investigate the reaction of crystal violet (CV) with sodium hydroxide.

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3
Q

what is CV

A

Crystal violet is a bright violet organic compound that is often used as a pH indicator since it exhibits different
colours as the pH changes

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4
Q

CV reaction with HO-

A

Reaction with HOβˆ’ yields tris
(4-N,N- dimethylaminophenylmethnol
which
is colourless. Because of the distinct colour change, UV/visible spectroscopy is a good method to follow
the reaction.

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5
Q

Figure 3.1

A

The reaction of CV to form CVOH in aqueous alkaline solution.

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6
Q

Le-Chat principle

A

Although this is a reversible reaction, the equilibrium can be driven towards the product side by the
addition of excess hydroxide ions according to Le Chatelier’s Principle. The rate of the forward
reaction (Rf) is then given by

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7
Q

the rate equation

A

Rf = π‘˜[CV]^x[HOβˆ’]^y

  • the concentration of NaOH will be much greater than the concentration of crystal
    violet. In such cases [HOβˆ’] is approximately constant and we can approximate to:
    Rf = π‘˜Β΄[CV]x
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8
Q

order of rxn

A

This reaction is known to be first order with respect to crystal violet (x = 1).

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9
Q

how to observe progress of reaction

A

As the reaction proceeds,
the colour of crystal violet slowly disappears and colourless CVOH is formed. In this experiment the
rate of the reaction is obtained by monitoring the change in absorbance of the crystal violet at 565 nm
using a spectrophotometer.

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10
Q

equation for dilute solutions

A

In dilute solutions, absorbance (Abs) is proportional to the concentration
of crystal violet (c) according to Beer’s Law:

Abs=ecl
ABS=ABSORPTION
β€˜Abs’ to the light passed through β€˜β„“β€™ cm of the solution,
the concentration β€˜c’ of the absorbing species and a constant of proportionality β€˜Ξ΅β€™ known as the molar
extinction coefficient (units: M-1cm-1) which is characteristic of a particular compound at a particular
wavelength, Ξ», of light.

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11
Q

f a solute absorbs visible light (Ξ» = 400-700 nm)

A

a large value of Ξ΅ means that
even dilute solutions of the solute exhibit noticeable colour.

the
absorbance is proportional to concentration

Reactions are typically monitored using a cuvette with a known path length
β€˜β„“β€™ = 1 cm

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12
Q

For the first order reaction the
integrated rate law is:

A

find k: crystal violet (CV) with HOβˆ’ ions.

ln[CV]t = ln[CV]0 – π‘˜t

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13
Q

Since the absorbance is proportional to concentration [CV]

A

, then a plot of ln(absorbance) vs time (t)
will give a straight line with the slope = -π‘˜.

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14
Q

In the second part of the experiment you will determine the rate of reaction at different temperatures.

A

by the Arrhenius
equation:
π‘˜ = 𝐴𝑒^(βˆ’πΈπ‘Ž/𝑅𝑇)

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15
Q

convert Arrhenius equation to equation of a line

A

be converted
to a straight line form, y = mx + b, by taking the natural logarithm of both sides:
𝑙𝑛 π‘˜ = 𝑙𝑛 𝑒^(βˆ’πΈπ‘Ž/𝑅𝑇) + ln 𝐴
ln π‘˜ = βˆ’πΈπ‘Ž/𝑅𝑇 + ln 𝐴

bc ln e =1

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16
Q

To determine the activation energy for this reaction, Ea, you will monitor

A

the reaction at different
temperatures while keeping initial concentrations of the reactants the same for each trial. This will give
you a series of rate constants (π‘˜) at different temperatures (T). A plot of ln(π‘˜) vs (1/T) will be a straight
line with gradient –Ea/RT from which you can determine Ea

17
Q

A well-known approximation in chemistry states that the rate of a reaction often doubles for every ….

A

for every 10
̊C increase in temperature. You will determine the rate constant at four temperatures; 10, 15, 20 and
25 ̊C, so you should expect the rate constant to approximately double over this range.

18
Q

reactant solutions

A

2.5 x 10^–5 M crystal violet (45 mL) *
0.10 M NaOH (45 mL)

19
Q

Limiting reactant

20
Q

parameters to be monitored to calculate k

A
  • ln absorption vs time
  • ln k vs 1/temperature
21
Q

small Ea means small k (slow rxn rate): T/F