When a small piece of platinum is added to a mixture of ethene and hydrogen, the following reaction occurs:

Doubling the concentration of hydrogen has no effect on the reaction rate. Doubling the concentration of ethene also has no effect.

(a) What is the kinetic order of this reaction with respect to ethene? With respect to hydrogen? What is the overall order?

(b) Write the unusual rate equation for this reaction.

(c)Explain this strange rate equation, and suggest what one might do to accelerate the reaction.

Short Answer

Expert verified

(a) Zero order with respect to ethene. Zero order with respect to hydrogen. Overall order is zero order.

(b)

(c) As mentioned, the rate law does not depend on the concentration of the reactants. So, it must depend on the platinum catalyst.

The surface area of the platinum catalyst must be increased or by adding more amount of the catalyst, the reaction rate can be increased.

Step by step solution

01

Rate equation

It may be defined as the relationship between the concentrations of the reactants and the observed reaction rate. Each reaction has its own rate equation which may be determined experimentally by altering the concentration of the reactants and then measuring the change in rate.

Consider a general reaction of the type:

aA + bB → products

The reaction rate is usually proportional to the concentrations of the reactants [A] and [B] which are raised to powers a and b respectively. The rate expression can, then be written as:

rate = kr[A]a[B]b , where kr= rate constant.

02

Order of a reaction.

The order of a reaction may be defined as the sum of the exponents to which the concentration terms in the rate law are raised to express the observed rate of reaction.

From general equation of the type: aA + bB → products , the rate expression can be written as, rate = kr[A]a[B]b .

a and b are called the orders of the reaction with respect to A and B. Depending on whether (a+b) is equal to 0,1,2, or 3, the reactions are said to be of zero order, first order, second order, and third order respectively.

03

Explanation

(a)The rate of the reaction is independent of the concentration of ethene. So, order with respect to ethene is zero order.

Also, the rate of the reaction is independent of the concentration of hydrogen. So, order with respect to hydrogen is zero order.

Overall order for the reaction is zero-order.

(b) The rate of the reaction is only dependent to rate constant (kr) . Hence, the unusual rate law equation can be written as rate = kr .

(c) As mentioned, the rate law does not depend on the concentration of the reactants. So, it must depend on the platinum catalyst.

The surface area of the platinum catalyst must be increased or by adding more amount of the catalyst, the reaction rate can be increased.

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Most popular questions from this chapter

The chlorination of pentane gives a mixture of three monochlorinated products.

(a) Draw their structures.

(b) Predict the ratios in which these monochlorination products will be formed, remembering that a chlorine atom abstracts a secondary hydrogen about 4.5 times as fast as it abstracts a primary hydrogen.

(a) Compute the heats of reaction for abstraction of a primary hydrogen and a secondary hydrogen from propane by a fluorine radical.

(b) How selective do you expect free-radical fluorination to be?

(c) What product distribution you expect to obtain from the free-radical fluorination of propane?

(a) When n-heptaneburns in a gasoline engine, the combustion process takes place too quickly. The explosive detonation makes a noise called knocking. When 2,2,4 trimethylpentane (isooctane) is burned, combustion takes place in a slower, more controlled manner. Combustion is a free-radical chain reaction, and its rate depends on the reactivity of the free-radical intermediates. Explain why isooctane has less tendency to knock than doesn-heptane

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The following reaction has a value ofΔG0= -2.1 kJ/mol  (-0.50  kcal/mol)

CH3Br  +  H2S    CH3SH  +  HBr

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(b)Starting with a1M solution of CH3Brand H2S, calculate the final concentrations of all four species at equilibrium.

Question: (a) Use bond-dissociation enthalpies from Table 4-2 (page 203), calculate the heat of reaction for each step in the free-radical bromination of methane.

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