You-iggy

6NO + 4LiOH → NH4NO2 + 4LiNO2

The reaction of nitrogen monoxide and lithium hydroxide yields ammonium nitrite and lithium nitrite (Other reactions are here). This reaction is an oxidation-reduction reaction and is classified as follows:

Table of contents
  1. 1Reaction data
  2. 2Thermodynamic changes
  3. 3References
  4. 4Related reactions
  5. 5Related categories

Reaction data

Chemical equation

General equation

Reaction of self redoxing species and base
Self-redoxing speciesSelf redox agent + BaseNon-redox agent
ProductOxidation product + ProductReduction product

Oxidation state of each atom

Reactants

Chemical formulaNameCoefficientTypeType in general
equation
NONitrogen monoxide6
Self redoxing
LiOHLithium hydroxide4
Base

Products

Chemical formulaNameCoefficientTypeType in general
equation
NH4NO2Ammonium nitrite1
Redoxed product
LiNO2Lithium nitrite4
Oxidized

Thermodynamic changes

Changes in standard condition

Reaction of nitrogen monoxide and lithium hydroxide
6NOGas + 4LiOHCrystalline solid
NH4NO2Crystalline solid + 4LiNO2Crystalline solid
Standard enthalpy
of reaction
ΔrH°
kJ · mol−1
Standard
Gibbs energy
of reaction
ΔrG°
kJ · mol−1
Standard entropy
of reaction
ΔrS°
J · K−1 · mol−1
Standard heat
capacity of reaction
at constant pressure
ΔrCp°
J · K−1 · mol−1
per 1 mol of
Equation
−347.9
per 1 mol of
−57.98
per 1 mol of
−86.97
per 1 mol of
−347.9
per 1 mol of
−86.97

Changes in aqueous solution (1)

Reaction of nitrogen monoxide and lithium hydroxide
ΔrG−130.6 kJ/mol
K7.59 × 1022
pK−22.88
6NOGas + 4LiOHIonized aqueous solution
NH4NO2Ionized aqueous solution + 4LiNO2Ionized aqueous solution
Standard enthalpy
of reaction
ΔrH°
kJ · mol−1
Standard
Gibbs energy
of reaction
ΔrG°
kJ · mol−1
Standard entropy
of reaction
ΔrS°
J · K−1 · mol−1
Standard heat
capacity of reaction
at constant pressure
ΔrCp°
J · K−1 · mol−1
per 1 mol of
Equation
−277.1−130.6−492.27.3
per 1 mol of
−46.18−21.77−82.031.2
per 1 mol of
−69.28−32.65−123.01.8
per 1 mol of
−277.1−130.6−492.27.3
per 1 mol of
−69.28−32.65−123.01.8

Changes in aqueous solution (2)

Reaction of nitrogen monoxide and lithium hydroxide
ΔrG−125.7 kJ/mol
K1.05 × 1022
pK−22.02
6NOGas + 4LiOHUn-ionized aqueous solution
NH4NO2Ionized aqueous solution + 4LiNO2Ionized aqueous solution
Standard enthalpy
of reaction
ΔrH°
kJ · mol−1
Standard
Gibbs energy
of reaction
ΔrG°
kJ · mol−1
Standard entropy
of reaction
ΔrS°
J · K−1 · mol−1
Standard heat
capacity of reaction
at constant pressure
ΔrCp°
J · K−1 · mol−1
per 1 mol of
Equation
−277.5−125.7−509.4
per 1 mol of
−46.25−20.95−84.90
per 1 mol of
−69.38−31.43−127.3
per 1 mol of
−277.5−125.7−509.4
per 1 mol of
−69.38−31.43−127.3

Thermodynamic data of reactants

Chemical formulaStandard enthalpy
of formation
ΔfH°
kJ · mol−1
Standard Gibbs
energy of
formation
ΔfG°
kJ · mol−1
Standard
molar entropy
S°
J · K−1 · mol−1
Standard molar
heat capacity at
constant pressure
Cp°
J · K−1 · mol−1
NO (g)90.25[1]86.55[1]210.761[1]29.844[1]
LiOH (cr)-484.93[1]-438.95[1]42.80[1]49.66[1]
LiOH (g)-238.1[1]-242.3[1]210.90[1]46.02[1]
LiOH (ai)-508.48[1]-450.58[1]2.80[1]-79.9[1]
LiOH (ao)-508.4[1]-451.8[1]7.1[1]
LiOH (cr)
1 hydrate
-788.01[1]-680.95[1]71.21[1]79.50[1]
* (g):Gas, (cr):Crystalline solid, (ai):Ionized aqueous solution, (ao):Un-ionized aqueous solution

Thermodynamic data of products

Chemical formulaStandard enthalpy
of formation
ΔfH°
kJ · mol−1
Standard Gibbs
energy of
formation
ΔfG°
kJ · mol−1
Standard
molar entropy
S°
J · K−1 · mol−1
Standard molar
heat capacity at
constant pressure
Cp°
J · K−1 · mol−1
NH4NO2 (cr)-256.5[1]
NH4NO2 (ai)-237.2[1]-111.6[1]236.4[1]-17.6[1]
LiNO2 (cr)-372.4[1]-302.0[1]96[1]
LiNO2 (ai)-383.09[1]-325.5[1]136.8[1]-28.9[1]
LiNO2 (cr)
0.5 hydrate
-423.3[1]
LiNO2 (cr)
1 hydrate
-676.1[1]-544.2[1]121[1]
* (cr):Crystalline solid, (ai):Ionized aqueous solution

References

List of references

  1. 1