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Enthalpy Of Formation Of Water

Modify of enthalpy during the formation of a compound from its elements

In chemistry and thermodynamics, the standard enthalpy of formation or standard heat of germination of a compound is the change of enthalpy during the formation of 1 mole of the substance from its constituent elements, with all substances in their standard states. The standard pressure value p = tenfive Pa (= 100 kPa = 1 bar) is recommended by IUPAC, although prior to 1982 the value 1.00 atm (101.325 kPa) was used.[ane] There is no standard temperature. Its symbol is Δf H . The superscript Plimsoll on this symbol indicates that the procedure has occurred nether standard conditions at the specified temperature (normally 25 °C or 298.15 K). Standard states are as follows:

  1. For a gas: the hypothetical state information technology would have bold it obeyed the platonic gas equation at a pressure of ane bar
  2. For a gaseous or solid solute nowadays in a diluted ideal solution: the hypothetical state of concentration of the solute of exactly i mole per liter (one M) at a pressure level of i bar extrapolated from infinite dilution
  3. For a pure substance or a solvent in a condensed state (a liquid or a solid): the standard state is the pure liquid or solid under a pressure of i bar
  4. For an chemical element: the form in which the element is near stable under 1 bar of pressure. One exception is phosphorus, for which the well-nigh stable form at 1 bar is black phosphorus, but white phosphorus is chosen as the standard reference state for zero enthalpy of formation.[2]

For example, the standard enthalpy of formation of carbon dioxide would be the enthalpy of the following reaction under the above conditions:

C ( s , graphite ) + O 2 ( yard ) CO 2 ( g ) {\displaystyle {\ce {C(southward, graphite) + O2(1000) -> CO2(thou)}}}

All elements are written in their standard states, and one mole of product is formed. This is true for all enthalpies of formation.

The standard enthalpy of germination is measured in units of energy per amount of substance, unremarkably stated in kilojoule per mole (kJ mol−i), but also in kilocalorie per mole, joule per mole or kilocalorie per gram (any combination of these units befitting to the energy per mass or corporeality guideline).

All elements in their standard states (oxygen gas, solid carbon in the course of graphite, etc.) have a standard enthalpy of formation of cipher, as in that location is no change involved in their germination.

The formation reaction is a abiding pressure and constant temperature process. Since the pressure of the standard formation reaction is stock-still at 1 bar, the standard formation enthalpy or reaction heat is a function of temperature. For tabulation purposes, standard formation enthalpies are all given at a single temperature: 298 K, represented by the symbol Δf H
298 Chiliad
.

Hess's police force [edit]

For many substances, the germination reaction may exist considered as the sum of a number of simpler reactions, either real or fictitious. The enthalpy of reaction tin can then be analyzed by applying Hess's Law, which states that the sum of the enthalpy changes for a number of private reaction steps equals the enthalpy change of the overall reaction. This is truthful because enthalpy is a state role, whose value for an overall process depends simply on the initial and final states and not on whatever intermediate states. Examples are given in the post-obit sections.

Ionic compounds: Born–Haber cycle [edit]

Standard enthalpy change of formation in Born–Haber diagram for lithium fluoride. ΔH latt corresponds to UL in the text. The downward pointer "electron affinity" shows the negative quantity –EAF , since EAF is ordinarily defined as positive.

For ionic compounds, the standard enthalpy of formation is equivalent to the sum of several terms included in the Born–Haber bike. For instance, the formation of lithium fluoride,

Li ( s ) + 1 two F 2 ( g ) LiF ( due south ) {\displaystyle {\ce {Li(s) + 1/2F2(g) -> LiF(south)}}}

may be considered as the sum of several steps, each with its ain enthalpy (or energy, approximately):

  1. H sub , the standard enthalpy of atomization (or sublimation) of solid lithium.
  2. IELi , the first ionization energy of gaseous lithium.
  3. B(F–F), the standard enthalpy of atomization (or bail free energy) of fluorine gas.
  4. EAF , the electron affinity of a fluorine atom.
  5. UFifty , the lattice energy of lithium fluoride.

The sum of all these enthalpies will give the standard enthalpy of formation (ΔH f ) of lithium fluoride:

Δ H f = Δ H sub + IE Li + i 2 B(F–F) EA F + U 50 . {\displaystyle \Delta H_{\text{f}}=\Delta H_{\text{sub}}+{\text{IE}}_{\text{Li}}+{\frac {1}{2}}{\text{B(F–F)}}-{\text{EA}}_{\text{F}}+{\text{U}}_{\text{50}}.}

In practice, the enthalpy of formation of lithium fluoride tin exist determined experimentally, simply the lattice energy cannot be measured directly. The equation is therefore rearranged in gild to evaluate the lattice energy:[3]

U L = Δ H sub + IE Li + 1 2 B(F–F) EA F Δ H f . {\displaystyle -U_{\text{Fifty}}=\Delta H_{\text{sub}}+{\text{IE}}_{\text{Li}}+{\frac {one}{ii}}{\text{B(F–F)}}-{\text{EA}}_{\text{F}}-\Delta H_{\text{f}}.}

Organic compounds [edit]

The formation reactions for virtually organic compounds are hypothetical. For instance, carbon and hydrogen won't directly react to class methane (CH4 ), then that the standard enthalpy of formation cannot be measured directly. Still the standard enthalpy of combustion is readily measurable using bomb calorimetry. The standard enthalpy of formation is then adamant using Hess'south law. The combustion of methane:

CH 4 + 2 O two CO 2 + ii H two O {\displaystyle {\ce {CH4 + 2 O2 -> CO2 + 2 Water}}}

is equivalent to the sum of the hypothetical decomposition into elements followed past the combustion of the elements to form carbon dioxide (CO2 ) and h2o (H2O):

CH 4 C + 2 H ii {\displaystyle {\ce {CH4 -> C + 2H2}}}
C + O 2 CO 2 {\displaystyle {\ce {C + O2 -> CO2}}}
2 H 2 + O 2 2 H ii O {\displaystyle {\ce {2H2 + O2 -> 2H2O}}}

Applying Hess's law,

Δ comb H ( CH 4 ) = [ Δ f H ( CO 2 ) + two Δ f H ( H 2 O ) ] Δ f H ( CH four ) . {\displaystyle \Delta _{\text{rummage}}H^{\ominus }({\text{CH}}_{4})=[\Delta _{\text{f}}H^{\ominus }({\text{CO}}_{2})+two\Delta _{\text{f}}H^{\ominus }({\text{H}}_{two}{\text{O}})]-\Delta _{\text{f}}H^{\ominus }({\text{CH}}_{4}).}

Solving for the standard of enthalpy of formation,

Δ f H ( CH 4 ) = [ Δ f H ( CO 2 ) + 2 Δ f H ( H 2 O ) ] Δ comb H ( CH 4 ) . {\displaystyle \Delta _{\text{f}}H^{\ominus }({\text{CH}}_{four})=[\Delta _{\text{f}}H^{\ominus }({\text{CO}}_{ii})+2\Delta _{\text{f}}H^{\ominus }({\text{H}}_{2}{\text{O}})]-\Delta _{\text{rummage}}H^{\ominus }({\text{CH}}_{4}).}

The value of Δ f H ( CH 4 ) {\displaystyle \Delta _{\text{f}}H^{\ominus }({\text{CH}}_{4})} is determined to be −74.viii kJ/mol. The negative sign shows that the reaction, if it were to proceed, would exist exothermic; that is, methane is enthalpically more stable than hydrogen gas and carbon.

It is possible to predict heats of formation for elementary unstrained organic compounds with the heat of formation grouping additivity method.

Use in calculation for other reactions [edit]

The standard enthalpy change of any reaction can be calculated from the standard enthalpies of formation of reactants and products using Hess'southward constabulary. A given reaction is considered every bit the decomposition of all reactants into elements in their standard states, followed by the formation of all products. The heat of reaction is so minus the sum of the standard enthalpies of formation of the reactants (each existence multiplied past its corresponding stoichiometric coefficient, ν) plus the sum of the standard enthalpies of formation of the products (each also multiplied by its corresponding stoichiometric coefficient), as shown in the equation below:[iv]

Δ r H = ν Δ f H ( products ) ν Δ f H ( reactants ) . {\displaystyle \Delta _{\text{r}}H^{\ominus }=\sum \nu \Delta _{\text{f}}H^{\ominus }({\text{products}})-\sum \nu \Delta _{\text{f}}H^{\ominus }({\text{reactants}}).}

If the standard enthalpy of the products is less than the standard enthalpy of the reactants, the standard enthalpy of reaction is negative. This implies that the reaction is exothermic. The antipodal is also true; the standard enthalpy of reaction is positive for an endothermic reaction. This calculation has a tacit supposition of ideal solution between reactants and products where the enthalpy of mixing is nix.

For instance, for the combustion of methane, CH 4 + 2 O 2 CO 2 + 2 H 2 O {\displaystyle {\ce {CH4 + 2O2 -> CO2 + 2H2O}}} :

Δ r H = [ Δ f H ( CO 2 ) + 2 Δ f H ( H 2 O ) ] Δ f H ( CH 4 ) + 2 Δ f H ( O 2 ) ] . {\displaystyle \Delta _{\text{r}}H^{\ominus }=[\Delta _{\text{f}}H^{\ominus }({\text{CO}}_{2})+2\Delta _{\text{f}}H^{\ominus }({\text{H}}_{2}{\text{O}})]-\Delta _{\text{f}}H^{\ominus }({\text{CH}}_{iv})+2\Delta _{\text{f}}H^{\ominus }({\text{O}}_{2})].}

However O 2 {\displaystyle {\ce {O2}}} is an element in its standard state, so that Δ f H ( O 2 ) = 0 {\displaystyle \Delta _{\text{f}}H^{\ominus }({\text{O}}_{2})=0} , and the heat of reaction is simplified to

Δ r H = [ Δ f H ( CO 2 ) + two Δ f H ( H ii O ) ] Δ f H ( CH 4 ) , {\displaystyle \Delta _{\text{r}}H^{\ominus }=[\Delta _{\text{f}}H^{\ominus }({\text{CO}}_{2})+2\Delta _{\text{f}}H^{\ominus }({\text{H}}_{2}{\text{O}})]-\Delta _{\text{f}}H^{\ominus }({\text{CH}}_{4}),}

which is the equation in the previous section for the enthalpy of combustion Δ comb H {\displaystyle \Delta _{\text{comb}}H^{\ominus }} .

Central concepts for doing enthalpy calculations [edit]

  1. When a reaction is reversed, the magnitude of ΔH stays the aforementioned, but the sign changes.
  2. When the balanced equation for a reaction is multiplied by an integer, the respective value of ΔH must be multiplied by that integer likewise.
  3. The alter in enthalpy for a reaction tin can exist calculated from the enthalpies of formation of the reactants and the products
  4. Elements in their standard states brand no contribution to the enthalpy calculations for the reaction, since the enthalpy of an element in its standard state is zero. Allotropes of an element other than the standard land more often than not have non-zero standard enthalpies of formation.

Examples: standard enthalpies of formation at 25 °C [edit]

Thermochemical properties of selected substances at 298.15 K and 1 atm

Inorganic substances [edit]

Species Phase Chemical formula Δf H /(kJ/mol)
Aluminium
Aluminium Solid Al 0
Aluminium chloride Solid AlClthree −705.63
Aluminium oxide Solid AliiOthree −1675.5
Aluminium hydroxide Solid Al(OH)3 −1277
Aluminium sulphate Solid Al2(SO4)3 −3440
Barium
Barium chloride Solid BaCl2 −858.vi
Barium carbonate Solid BaCO3 −1216
Barium hydroxide Solid Ba(OH)2 −944.7
Barium oxide Solid BaO −548.1
Barium sulfate Solid BaSO4 −1473.3
Beryllium
Glucinium Solid Be 0
Beryllium hydroxide Solid Be(OH)ii −903
Beryllium oxide Solid BeO −609.4
Boron
Boron trichloride Solid BCl3 −402.96
Bromine
Bromine Liquid Br2 0
Bromide ion Aqueous Br −121
Bromine Gas Br 111.884
Bromine Gas Br2 thirty.91
Bromine trifluoride Gas BrFiii −255.lx
Hydrogen bromide Gas HBr −36.29
Cadmium
Cadmium Solid Cd 0
Cadmium oxide Solid CdO −258
Cadmium hydroxide Solid Cd(OH)2 −561
Cadmium sulfide Solid CdS −162
Cadmium sulfate Solid CdSOfour −935
Caesium
Caesium Solid Cs 0
Caesium Gas Cs 76.fifty
Caesium Liquid Cs 2.09
Caesium(I) ion Gas Cs+ 457.964
Caesium chloride Solid CsCl −443.04
Calcium
Calcium Solid Ca 0
Calcium Gas Ca 178.2
Calcium(2) ion Gas Ca2+ 1925.90
Calcium(II) ion Aqueous Ca2+ −542.vii
Calcium carbide Solid CaC2 −59.eight
Calcium carbonate (Calcite) Solid CaCO3 −1206.9
Calcium chloride Solid CaCl2 −795.8
Calcium chloride Aqueous CaClii −877.3
Calcium phosphate Solid Cathree(POiv)2 −4132
Calcium fluoride Solid CaF2 −1219.6
Calcium hydride Solid CaH2 −186.2
Calcium hydroxide Solid Ca(OH)2 −986.09
Calcium hydroxide Aqueous Ca(OH)ii −1002.82
Calcium oxide Solid CaO −635.09
Calcium sulfate Solid CaSOiv −1434.52
Calcium sulfide Solid CaS −482.iv
Wollastonite Solid CaSiO3 −1630
Carbon
Carbon (Graphite) Solid C 0
Carbon (Diamond) Solid C ane.ix
Carbon Gas C 716.67
Carbon dioxide Gas COtwo −393.509
Carbon disulfide Liquid CStwo 89.41
Carbon disulfide Gas CStwo 116.7
Carbon monoxide Gas CO −110.525
Carbonyl chloride (Phosgene) Gas COCl2 −218.viii
Carbon dioxide (un–ionized) Aqueous CO2(aq) −419.26
Bicarbonate ion Aqueous HCO3 −689.93
Carbonate ion Aqueous CO3 two– −675.23
Chlorine
Monatomic chlorine Gas Cl 121.7
Chloride ion Aqueous Cl −167.2
Chlorine Gas Cltwo 0
Chromium
Chromium Solid Cr 0
Copper
Copper Solid Cu 0
Copper(II) oxide Solid CuO −155.2
Copper(II) sulfate Aqueous CuSO4 −769.98
Fluorine
Fluorine Gas Ftwo 0
Hydrogen
Monatomic hydrogen Gas H 218
Hydrogen Gas H2 0
Water Gas HiiO −241.818
H2o Liquid H2O −285.8
Hydrogen ion Aqueous H+ 0
Hydroxide ion Aqueous OH −230
Hydrogen peroxide Liquid HtwoO2 −187.8
Phosphoric acid Liquid H3PO4 −1288
Hydrogen cyanide Gas HCN 130.5
Hydrogen bromide Liquid HBr −36.three
Hydrogen chloride Gas HCl −92.30
Hydrogen chloride Aqueous HCl −167.2
Hydrogen fluoride Gas HF −273.3
Hydrogen iodide Gas HI 26.5
Iodine
Iodine Solid Iii 0
Iodine Gas Iii 62.438
Iodine Aqueous I2 23
Iodide ion Aqueous I −55
Iron
Fe Solid Fe 0
Iron carbide (Cementite) Solid Fe3C five.4
Iron(II) carbonate (Siderite) Solid FeCO3 −750.6
Iron(III) chloride Solid FeCl3 −399.4
Atomic number 26(II) oxide (Wüstite) Solid FeO −272
Iron(2,III) oxide (Magnetite) Solid FethreeO4 −1118.4
Iron(Three) oxide (Hematite) Solid Atomic number 26iiO3 −824.2
Fe(2) sulfate Solid FeSOfour −929
Atomic number 26(3) sulfate Solid Fetwo(Sofour)iii −2583
Fe(II) sulfide Solid FeS −102
Pyrite Solid FeS2 −178
Lead
Lead Solid Atomic number 82 0
Lead dioxide Solid PbOtwo −277
Lead sulfide Solid PbS −100
Lead sulfate Solid PbSO4 −920
Lead(Two) nitrate Solid Pb(NO3)2 −452
Lead(II) sulfate Solid PbSO4 −920
Lithium
Lithium fluoride Solid LiF −616.93
Magnesium
Magnesium Solid Mg 0
Magnesium ion Aqueous Mg2+ −466.85
Magnesium carbonate Solid MgCO3 −1095.797
Magnesium chloride Solid MgCl2 −641.8
Magnesium hydroxide Solid Mg(OH)two −924.54
Magnesium hydroxide Aqueous Mg(OH)2 −926.8
Magnesium oxide Solid MgO −601.6
Magnesium sulfate Solid MgSO4 −1278.2
Manganese
Manganese Solid Mn 0
Manganese(Two) oxide Solid MnO −384.nine
Manganese(Four) oxide Solid MnOii −519.7
Manganese(3) oxide Solid Mn2Othree −971
Manganese(2,III) oxide Solid Mn3O4 −1387
Permanganate Aqueous MnO
iv
−543
Mercury
Mercury(Two) oxide (red) Solid HgO −90.83
Mercury sulfide (ruby-red, cinnabar) Solid HgS −58.two
Nitrogen
Nitrogen Gas Ntwo 0
Ammonia (ammonium hydroxide) Aqueous NH3 (NH4OH) −80.8
Ammonia Gas NH3 −46.1
Ammonium nitrate Solid NH4NO3 −365.half dozen
Ammonium chloride Solid NHfourCl −314.55
Nitrogen dioxide Gas NO2 33.2
Hydrazine Gas N2Hfour 95.4
Hydrazine Liquid NorthiiHiv 50.half dozen
Nitrous oxide Gas NtwoO 82.05
Nitric oxide Gas NO 90.29
Dinitrogen tetroxide Gas NiiOiv 9.16
Dinitrogen pentoxide Solid N2O5 −43.1
Dinitrogen pentoxide Gas N2O5 11.3
Nitric acrid Aqueous HNO3 −207
Oxygen
Monatomic oxygen Gas O 249
Oxygen Gas O2 0
Ozone Gas Othree 143
Phosphorus
White phosphorus Solid Piv 0
Red phosphorus Solid P −17.four[5]
Blackness phosphorus Solid P −39.three[v]
Phosphorus trichloride Liquid PCl3 −319.7
Phosphorus trichloride Gas PCl3 −278
Phosphorus pentachloride Solid PClv −440
Phosphorus pentachloride Gas PCl5 −321
Phosphorus pentoxide Solid P2O5 −1505.5[6]
Potassium
Potassium bromide Solid KBr −392.two
Potassium carbonate Solid K2CO3 −1150
Potassium chlorate Solid KClOthree −391.4
Potassium chloride Solid KCl −436.68
Potassium fluoride Solid KF −562.6
Potassium oxide Solid Grand2O −363
Potassium nitrate Solid KNOiii −494.5
Potassium perchlorate Solid KClO4 −430.12
Silicon
Silicon Gas Si 368.ii
Silicon carbide Solid SiC −74.4,[7] −71.5[viii]
Silicon tetrachloride Liquid SiCl4 −640.ane
Silica (Quartz) Solid SiO2 −910.86
Argent
Argent bromide Solid AgBr −99.5
Silver chloride Solid AgCl −127.01
Silver iodide Solid AgI −62.four
Silverish oxide Solid Ag2O −31.1
Silvery sulfide Solid Ag2South −31.eight
Sodium
Sodium Solid Na 0
Sodium Gas Na 107.five
Sodium bicarbonate Solid NaHCO3 −950.8
Sodium carbonate Solid Na2COthree −1130.77
Sodium chloride Aqueous NaCl −407.27
Sodium chloride Solid NaCl −411.12
Sodium chloride Liquid NaCl −385.92
Sodium chloride Gas NaCl −181.42
Sodium chlorate Solid NaClO3 −365.4
Sodium fluoride Solid NaF −569.0
Sodium hydroxide Aqueous NaOH −469.15
Sodium hydroxide Solid NaOH −425.93
Sodium hypochlorite Solid NaOCl −347.1
Sodium nitrate Aqueous NaNO3 −446.2
Sodium nitrate Solid NaNOiii −424.8
Sodium oxide Solid Na2O −414.two
Sulfur
Sulfur (monoclinic) Solid Sviii 0.3
Sulfur (rhombic) Solid S8 0
Hydrogen sulfide Gas H2S −twenty.63
Sulfur dioxide Gas So2 −296.84
Sulfur trioxide Gas So3 −395.seven
Sulfuric acid Liquid HiiSO4 −814
Tin can
Titanium
Titanium Gas Ti 468
Titanium tetrachloride Gas TiCl4 −763.ii
Titanium tetrachloride Liquid TiCl4 −804.2
Titanium dioxide Solid TiO2 −944.7
Zinc
Zinc Gas Zn 130.7
Zinc chloride Solid ZnClii −415.1
Zinc oxide Solid ZnO −348.0
Zinc sulfate Solid ZnSO4 −980.14

Aliphatic hydrocarbons [edit]

Formula Name Δf H /(kcal/mol) Δf H /(kJ/mol)
Straight-concatenation
CHfour Methane −17.9 −74.9
CtwoHsix Ethane −xx.0 −83.seven
CiiHfour Ethylene 12.5 52.v
C2Hii Acetylene 54.2 226.viii
C3H8 Propane −25.0 −104.6
C4H10 n-Butane −30.0 −125.5
C5H12 due north-Pentane −35.ane −146.9
Chalf dozenHfourteen n-Hexane −forty.0 −167.4
CviiH16 due north-Heptane −44.ix −187.9
C8H18 due north-Octane −49.8 −208.4
C9Htwenty n-Nonane −54.8 −229.3
CxH22 north-Decane −59.vi −249.4
C4 Alkane branched isomers
C4H10 Isobutane (methylpropane) −32.i −134.three
C5 Alkane branched isomers
C5H12 Neopentane (dimethylpropane) −xl.1 −167.8
CfiveH12 Isopentane (methylbutane) −36.9 −154.4
C6 Alkane series branched isomers
C6Hxiv two,2-Dimethylbutane −44.5 −186.2
Chalf-dozenHfourteen two,iii-Dimethylbutane −42.5 −177.8
C6H14 ii-Methylpentane (isohexane) −41.8 −174.nine
C6H14 iii-Methylpentane −41.1 −172.0
C7 Alkane branched isomers
C7H16 2,ii-Dimethylpentane −49.2 −205.9
C7H16 2,ii,iii-Trimethylbutane −49.0 −205.0
C7H16 3,3-Dimethylpentane −48.1 −201.3
CviiH16 2,3-Dimethylpentane −47.iii −197.9
C7H16 2,4-Dimethylpentane −48.ii −201.seven
CviiH16 2-Methylhexane −46.5 −194.six
C7H16 3-Methylhexane −45.7 −191.2
C7H16 3-Ethylpentane −45.3 −189.5
Cviii Alkane branched isomers
C8H18 2,three-Dimethylhexane −55.1 −230.5
C8H18 2,2,3,iii-Tetramethylbutane −53.nine −225.5
C8H18 ii,two-Dimethylhexane −53.7 −224.vii
C8H18 two,2,4-Trimethylpentane (isooctane) −53.v −223.eight
CviiiH18 two,five-Dimethylhexane −53.two −222.vi
CeightH18 2,ii,3-Trimethylpentane −52.6 −220.ane
C8Hxviii 3,iii-Dimethylhexane −52.vi −220.1
CeightH18 2,iv-Dimethylhexane −52.4 −219.2
C8Hxviii 2,three,4-Trimethylpentane −51.9 −217.one
C8H18 two,iii,3-Trimethylpentane −51.7 −216.3
C8H18 2-Methylheptane −51.v −215.five
C8H18 3-Ethyl-3-Methylpentane −51.iv −215.1
C8H18 3,4-Dimethylhexane −50.9 −213.0
CviiiH18 3-Ethyl-2-Methylpentane −fifty.4 −210.nine
C8H18 3-Methylheptane −60.3 −252.v
CviiiH18 iv-Methylheptane ? ?
C8Heighteen 3-Ethylhexane ? ?
C9 Alkane series branched isomers (selected)
CnineH20 ii,2,4,4-Tetramethylpentane −57.8 −241.8
C9Hxx 2,ii,3,3-Tetramethylpentane −56.7 −237.2
CnineH20 2,ii,3,4-Tetramethylpentane −56.six −236.8
C9H20 2,3,3,4-Tetramethylpentane −56.4 −236.0
CixH20 three,3-Diethylpentane −55.7 −233.0

Other organic compounds [edit]

Species Stage Chemical formula Δf H /(kJ/mol)
Acetone Liquid CthreeHhalf-dozenO −248.iv
Benzene Liquid Chalf dozenHvi 48.95
Benzoic acid Solid C7H6O2 −385.2
Carbon tetrachloride Liquid CCliv −135.4
Carbon tetrachloride Gas CCl4 −95.98
Ethanol Liquid C2HfiveOH −277.0
Ethanol Gas C2H5OH −235.3
Glucose Solid CsixH12O6 −1271
Isopropanol Gas C3H7OH −318.i
Methanol (methyl alcohol) Liquid CHthreeOH −238.4
Methanol (methyl alcohol) Gas CH3OH −201.0
Methyl linoleate (Biodiesel) Gas C19H34O2 −356.iii
Sucrose Solid C12H22O11 −2226.one
Trichloromethane (Chloroform) Liquid CHCl3 −134.47
Trichloromethane (Chloroform) Gas CHCl3 −103.18
Vinyl chloride Solid CiiH3Cl −94.12

See as well [edit]

  • Calorimetry
  • Enthalpy
  • Heat of combustion
  • Thermochemistry

References [edit]

  1. ^ IUPAC, Compendium of Chemical Terminology, 2nd ed. (the "Golden Book") (1997). Online corrected version: (2006–) "standard force per unit area". doi:ten.1351/goldbook.S05921
  2. ^ Oxtoby, David West; Pat Gillis, H; Campion, Alan (2011). Principles of Modern Chemistry. p. 547. ISBN978-0-8400-4931-5.
  3. ^ Moore, Stanitski, and Jurs. Chemistry: The Molecular Science. 3rd edition. 2008. ISBN 0-495-10521-X. pages 320–321.
  4. ^ "Enthalpies of Reaction". world wide web.science.uwaterloo.ca. Archived from the original on 25 Oct 2017. Retrieved 2 May 2018.
  5. ^ a b Housecroft, C. E.; Sharpe, A. K. (2004). Inorganic Chemistry (2nd ed.). Prentice Hall. p. 392. ISBN978-0-13-039913-seven.
  6. ^ Green, D.W., ed. (2007). Perry's Chemical Engineers' Handbook (8th ed.). Mcgraw-Hill. p. 2–191. ISBN9780071422949.
  7. ^ Kleykamp, H. (1998). "Gibbs Energy of Formation of SiC: A contribution to the Thermodynamic Stability of the Modifications". Berichte der Bunsengesellschaft für physikalische Chemie. 102 (nine): 1231–1234. doi:10.1002/bbpc.19981020928.
  8. ^ "Silicon Carbide, Alpha (SiC)". March 1967. Retrieved 5 February 2019.
  • Zumdahl, Steven (2009). Chemical Principles (sixth ed.). Boston. New York: Houghton Mifflin. pp. 384–387. ISBN978-0-547-19626-8.

External links [edit]

  • NIST Chemistry WebBook

Enthalpy Of Formation Of Water,

Source: https://en.wikipedia.org/wiki/Standard_enthalpy_of_formation

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