In: Chemistry
Thermodynamics of Dissolution of Substance
Reaction Eqn of borax and HCL
B4O5(OH)4 2-(aq) + 2HCl + 3H2O <_> 4H3BO3 (aq) + 2Cl-
Temp |
TRIAL ONE Molarity of HCL |
Volume Borax 1 | Initial Buret Reading | Final Buret Reading |
TRIAL TWO Molarity of HCL |
Volume Borax 2 | Initial Buret Reading | Final Buret Reading |
(°C) | (M) | (mL) | (mL) | (mL) | (M) | (mL) | (mL) | (mL) |
25 | 0.25 | 5 | 18 | 20.45 | 0.25 | 5 | 21 | 23.5 |
calculate
Moles of HCL | Moles of Borate | Concentration of Borate | Ksp | Average Ksp | ΔG | ΔH | ΔS |
(moles) | (moles) | (M) | (Kj/mol) | (Kj/mol) | (J/mol k) |
** I understand that for ΔH ΔS, you need to plot ln(Ksp) vs 1/T and determine their value from that graph.
Values for enthalpy and entropy of the dissolution of borax in water are 110 kJ/mol and 380 J/mol*K respectively. Do your values agree? Calculate your percent error.
You assumed that H and S are constant over the temperature range studied. Are they?
trial 1
voulme of Hcl = 2.45
moles of acid = 2.45 *.25 =6.125* 10^-4 moles
by stoichiometry moles of borax = 6.125* 10^-4 / 2 = 3.06 * 10^-4 moles
moles of boric acid = 2* 6.125* 10^-4 =1.225* 10^-3 moles
volume of water = .08 ml
so Conc of boric acid = 1.225* /7.45 = .164
Ksp = .164^3/.25*.125
= .141
trial 2
voulme of Hcl = 2.5
moles of acid = 2.5 *.25 =6.25* 10^-4 moles
by stoichiometry moles of borax = 6.25* 10^-4 / 2 = 3.125 * 10^-4 moles
moles of boric acid = 2* 6.25* 10^-4 =1.25* 10^-3 moles
volume of water = .08 ml
so Conc of boric acid = 1.25/7.45 = .167
Ksp = .167^3/.25*.125
= .149
Average Ksp = (.149+.147)/2 = .148
from graph we gett slope = -12.204 = - H/R
H= 101.4 KJ /mol
percentage error = (110 - 101.4)*100/110 = 7.81 %
intercept = S/R= 43.8
S= 43.8 * 8.314 = 364.15
Error = (380 - 364.5 )* 100 /380 = 4.07 %