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Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of...

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Chemical Equilibrium Chapter 15
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Page 1: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Chemical Equilibrium

Chapter 15

Page 2: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Homogeneous equilibrium:

When all reacting species are in the same phase.

Page 3: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Heterogeneous equilibrium:

When all reacting species are NOT in the same phase.

Page 4: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Heterogeneous Equilibrium:

When reacting species are in DIFFERENT phases.

SOLID and LIQUID phases are EXCLUDED from the equilibrium expression because they do not have “concentrations”

Page 5: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Chemical Equilibrium

A state achieved when

the RATES of the forward and

reverse reactions are EQUAL &

the concentrations of the reactants and

products remain constant.

Page 6: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Equilibrium Constant

The equilibrium constant (Keq) is

independent of concentration changes, but

dependent on the temperature.

Page 7: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Writing Equilibrium Constant Expressions

For the general reaction

α A + β B ↔ c C + d D

Forward Rate = kF [A]α [B]ββββ

Reverse Rate = kR [C]c [D]d

At Equilibrium

Forward Rate = Reverse Rate

Page 8: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Forward Rate = Reverse Rate

Page 9: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Writing Equilibrium Constant Expressions

For the general reactionα A + β B ↔ c C + d D

At Equilibrium

kF [A]α [B]ββββ = kR [C]c [D]d

Put CONSTANTS on one side of equation And

Concentrations on other side of equation

Page 10: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Equilibrium Constant

• The equilibrium expression compares reactant & product concentrations.

[ ][ ]r

p

KReactantsProducts=

Page 11: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Size of Equilibrium Constant

If Kc > 103, products predominate

If Kc < 10–3, reactants predominate

If Kc is in the range 10–3 to 103, appreciable concentrations of both reactants and products are present.

Page 12: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Writing Equilibrium Constant Expressions

α A + β B ↔ c C + d DAt Equilibrium

kF [A]α [B]ββββ = kR [C]c [D]d

[ ][ ]βα BD

A

cC

kk

Kd

R

Feq

���

���

���

���

==

Page 13: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.
Page 14: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

The Concept of EquilibriumThe Concept of Equilibrium

The point at which the rate of decomposition N2O4(g) → 2NO2(g)

equals the rate of dimerization 2NO2(g) → N2O4(g).

is a dynamic equilibrium.

The equilibrium is dynamic because the reaction has not stopped: the opposing rates are equal.

Page 15: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

At equilibrium, as much N2O4 reacts to form NO2 as NO2 reacts to re-form N2O4

The double arrow implies the process is dynamicForward reaction: Rate = kf[N2O4]

Reverse reaction: B → A Rate = kr[NO2]

At equilibrium kf[N2O4] = kr[NO2]

N 2 O 4 ( g ) 2 N O 2 ( g )

Page 16: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

The Direction of the Chemical Equation and Keq

An equilibrium can be approached from any direction.For Example:

has

N2O4(g) 2NO2(g)

46.642

2

ON

2NO ==

P

PKeq

Page 17: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

In the reverse direction:

2NO2(g) N2O4(g)

46.61

155.02NO

ON

2

42 ===P

PKeq

Page 18: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Other Ways to Manipulate Chemical Equations and Keq Values

The reaction

Has

• which is the square of the equilibrium constant for

2N2O4(g) 4NO2(g)

2ON

4NO

42

2

P

PKeq =

N2O4(g) 2NO2(g)

Page 19: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Equilibrium Concentration

Amounts of components are given as molarity { moles solute / liters of solution

orpartial pressure of a gas

Kc =NO2[ ] 2

N2O4[ ] Kp =PNO2

2

PN2O4

Page 20: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.
Page 21: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Equilibrium Constant

Write the Kp expressions for:

2 N2O5(g) ↔ 4 NO2(g) + O2(g)

Kp = (P NO2 )4 (P O2) / (P N2O5)2

Page 22: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Equilibrium Constant

Write the Kc expressions for:

2 N2O5(g) ↔ 4 NO2(g) + O2(g)

KC = [NO2 ]4 [ O2] / [N2O5]2

Page 23: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

2 N2O5(g) ↔ 4 NO2(g) + O2(g)

The Kp and Kc expressions :

Kp = (P NO2 )4 (P O2) / (P N2O5)2

KC = [NO2 ]4 [ O2] / [N2O5]2

Is Kp = KC ?

No !

Page 24: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Relation between Gas Pressure and Concentration

• P V = n R T Ideal Gas Equation• Concentration (M) = moles / Liter• M = n / V• Rearranging P V = n R T

RTP

Vn

M ==

Page 25: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

When are KP and KC EQUAL ?

For which of the following is KP = KC

(a) CO2(g) + C(s) ↔ 2 CO(g)

(b) Hg(l) + Hg2+(aq) ↔ Hg22+(aq)

(c)2Fe(s) + 3H2O(g) ↔ Fe2O3(s) + 3H2(g)

(d) 2 H2O(l) ↔ 2 H2(g) + O2(g)

Page 26: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Homogeneous And Heterogeneous Equilibria

• Homogeneous Equilibrium When all reacting species are in the same phase.

• Heterogeneous Equilibrium: When all reacting species are NOT in the same phase.

Page 27: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Heterogeneous Equilibrium:

When reacting species are in DIFFERENT phases.

SOLID and LIQUID phases are EXCLUDED from the equilibrium expression because they do not have “concentrations”

Page 28: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Equilibrium Constant

The equilibrium concentrations at 1000 K

for the reaction

CO(g) + Cl2(g) ↔ COCl2(g) are

[CO] = 1.2x10–2 M, [Cl2]=0.054 M,

[COCl2] = 0.14 M

Calculate Kc and Kp.

Page 29: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

CO(g) + Cl2(g) ↔↔↔↔ COCl2(g)

[CO] = 1.2x10–2 M, [Cl2]=0.054 M, [COCl2] = 0.14 M

Kc = [COCl2] / [CO][Cl2]

Kc = 0.14 /(1.2x10–2 )(0.054 ) = 21578.2984

and

KC = KP (RT) Why ?Kp = KC / RT = KC / (0.0821)(1000) =

Page 30: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Sulfur dioxide + Oxygen = Sulfur trioxide

SO2 (g) + O2 (g) = SO3 (g)2 SO2 (g) + O2 (g) = 2 SO3 (g)

[ ][ ] [ ]2

22

23

OSOSO

KC =

Page 31: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

2 SO2 (g) + O2 (g) = 2 SO3 (g)

Initial Moles # # #

Change in Moles –2x -x + 2x

Equilibrium # - 2x # - x # + 2x

Finally Concentrations at Equilibrium

The Initial Change Equilibrium method Is used to calculate equilibrium constant

Page 32: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

1.00 mole of SO2 and 1.00 mole of O2 are put into a 1.00 liter flask. At equilibrium, 0.0925

mole of SO3 is formed. Calculate Kc at 1000 K for the reaction

2 SO2 (g) + O2 (g) = 2 SO3 (g)

The Initial Change Equilibrium method Is used to calculate equilibrium constant

Page 33: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

2 SO2 (g) + O2 (g) = 2 SO3 (g)

Initial Moles 1.00 1.00 0

Change in Moles -0.925 -0.925/2 +0.925

Equilibrium 0.075 0.537 0.925

Equil. Conc 0.075 M 0.537 M 0.925 M

The Initial Change Equilibrium method Is used to calculate equilibrium constant

Page 34: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

The Initial Change Equilibrium method Is used to calculate equilibrium constant

[ ][ ] [ ]2

22

23

OSOSO

KC =

2108.2537.02075.0

2925.0xCK ==

��

���

��

��

��

Page 35: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Methane (CH4) reacts with hydrogen sulfide to yield H2 and carbon disulfide

What is the value of Kp if the partial pressures in an equilibrium mixture are 0.20 atm of CH4, 0.25 atm of H2S, 0.52 atm of CS2, and 0.10 atm of H2?

Page 36: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

How do you solve the problem?

• 1st Write Reaction• 2nd Balance Reaction• 3rd Write Equilibrium Constant Equation• 4th Put Equilibrium Pressures in Equation• Do the Arithmetic

Page 37: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Using Equilibrium Constants

The equilibrium constant (K c ) for

the formation of nitrosyl chloride,

2 NO(g) + Cl2(g) ↔ 2 NOCl(g)

from nitric oxide & chlorine gas is

6.5 x 10 4 at 35 °C.

Page 38: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

2NO(g) + Cl2(g) ↔ 2NOCl(g) Kc= 6.5x104

2.0 x 10–2 moles of NO, 8.3 x 10–3 moles of Cl2, &

6.8 moles of NOCl are mixed in a 2.0–L flask.

Is the system at equilibrium? If not, what will happen?

Page 39: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

2NO(g) + Cl2(g) ↔ 2NOCl(g) Kc= 6.5x104

2.0 x 10–2 moles of NO, 8.3 x 10–3 moles of Cl2, 6.8 moles of NOCl in a 2.0–L flask.

][][][

105.62

2

24

ClNONOCl

xK ==

7322

2

108.2]1015.4[]100.1[

]4.3[x

xx=−−

Page 40: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

The reaction quotient (Qc)

Predicts reaction direction.

Qc > Kc System proceeds to form reactants.

Qc = Kc System is at equilibrium.

Qc < Kc System proceeds to form products.

Page 41: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Using Equilibrium Constants

•A mixture of 0.500mol H2 and 0.500mol I2

was placed in a 1.00–L stainless steel flask at 700°C. The equilibrium constant Kc is 57

H2(g) + I2(g) ↔ 2HI(g)

•Calculate the equilibrium concentrations.

Page 42: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Le Chatelier’s principle:

If an external stress is applied to a system at equilibrium, the system adjusts in such a

way that the stress is partially offset.

Page 43: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Le Chatelier’s principle:

Stress may be changes in

• concentration,

• pressure, volume, or

• temperature

that removes the system from equilibrium.

Page 44: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Concentration Changes:

The concentration stress of an added

reactant or product is relieved by

reaction in the direction that consumes

the added substance.

Page 45: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Concentration Changes:

The concentration stress of a removed

reactant or product is relieved by

reaction in the direction that

replenishes the removed substance.

Page 46: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Use the synthesis of ammonia as an example

N2(g) + 3H2(g) ↔↔↔↔ 2NH3(g)

At equilibrium [N2 ] = 0.50M [H2 ] = 3.00M

and [NH3 ] = 1.98 M at 700K

Page 47: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

N2(g) + 3H2(g) ↔↔↔↔ 2NH3(g)

At equilibrium [N2 ] = 0.50M [H2 ] = 3.00M

and [NH3 ] = 1.98 M at 700K

what happens when the concentration

of N2 is increased to 1.50M?

Page 48: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

N2(g) + 3H2(g) ↔↔↔↔ 2NH3(g)

when the concentration of N2 is increased

Le Châtelier’s principle says the

reaction will relieve the stress by

converting the N2 to NH3

Page 49: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

N2(g) + 3H2(g) ↔↔↔↔ 2NH3(g) Kc = 0.291 at 700K

If H2 is increased

Le Châtelier’s principle tells us the

reaction will relieve the stress by

converting the extra H2 to NH3

Page 50: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

N2(g) + 3H2(g) ↔↔↔↔ 2NH3(g) Kc = 0.291 at 700K

If NH3 is removed

Le Châtelier’s principle tells us the

reaction will relieve the stress by

producing more NH3

Page 51: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Volume and Pressure ChangesP V = n R T

Pressure is inversely proportional to volume

Increasing pressure = Decreasing volume

From P V = n R T

P = M (RT)

increasing pressure or decreasing volume increases concentration.

Page 52: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

N2(g) + 3H2(g) ↔↔↔↔ 2NH3(g)

Use the synthesis of ammonia as an example

There are Four (4) units of gas reactants but

only Two (2) units of gas products

Therefore, an increase in pressure would

shift the equilibrium to the right

Page 53: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Le Châtelier’s Principle

Volume and Pressure Changes

Only reactions containing gases are

affected by changes in volume and

pressure.

Page 54: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

The reaction of iron (III) oxide with carbon monoxide occurs in a

blast furnace when iron ore is reduced to iron metal:

Fe2O3(s) + 3 CO(g) ↔↔↔↔ 2 Fe(l) + 3 CO2(g)

Page 55: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Fe2O3(s) + 3 CO(g) ↔↔↔↔ 2 Fe(l) + 3 CO2(g)

• Use Le Châtelier’s principle to predict the direction of reaction when an equilibrium mixture is disturbed by:

(a) Adding CO

SHIFT TO RIGHT

Page 56: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Fe2O3(s) + 3 CO(g) ↔↔↔↔ 2 Fe(l) + 3 CO2(g)

• Use Le Châtelier’s principle to predict the direction of reaction when an equilibrium mixture is disturbed by:

(b) Removing CO2

SHIFT TO RIGHT

Page 57: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Fe2O3(s) + 3 CO(g) ↔↔↔↔ 2 Fe(l) + 3 CO2(g)

• Use Le Châtelier’s principle to predict the direction of reaction when an equilibrium mixture is disturbed by:

(c) Increasing Pressure

NO EFFECT

Why ????

Page 58: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Fe2O3(s) + 3 CO(g) ↔↔↔↔ 2 Fe(l) + 3 CO2(g)

• Use Le Châtelier’s principle to predict the direction of reaction when an equilibrium mixture is disturbed by:

(d) Adding Fe2O3

NO EFFECT

Why ????

Page 59: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Temperature Changes:

1. Changes the equilibrium constant

2. Endothermic processes are favored when

temperature increases.

3. Exothermic processes are favored when

temperature decreases.

Page 60: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Le Châtelier’s Principle & Temperature

In the first step of the Ostwald process

for synthesis of nitric acid, ammonia

is oxidized to nitrogen monoxide

4NH3(g) + 5O2(g) ↔↔↔↔ 4NO(g) + 6H2O(g)

�H° = –905.6 kJ

Page 61: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

4NH3(g) + 5O2(g) ↔↔↔↔ 4NO(g) + 6H2O(g)�H° = –905.6 kJ

What happens as temperature is increased ?

Reaction is EXO thermic therefore an increase in temperature will shift the

equilibrium toward the reactants

Page 62: Chemical Equilibrium - Lamar · 2021. 4. 6. · Using Equilibrium Constants •A mixture of 0.500mol H 2 and 0.500mol I 2 was placed in a 1.00–L stainless steel flask at 700°C.

Le Châtelier’s Principle

Catalysis: No effect.


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