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2 Thermodynamics & Kinetics-Calorimetry, Lecture notes of Chemistry

These are lecture notes from a Calorimetry class, covering the objective of measuring the heat of reaction, constant pressure and volume calorimeters, and the use of ideal gas law in calculations. The notes include equations and examples of how to use them.

Typology: Lecture notes

2022/2023

Available from 03/10/2023

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Download 2 Thermodynamics & Kinetics-Calorimetry and more Lecture notes Chemistry in PDF only on Docsity! 5.60 Spring 2007 Lecture #7 page 1 Calorimetry The objective is to measure ( )Δ 1rx TH Reactants (T1) = isothermal constant p Products (T1) • Constant pressure (for solutions) adiabatic constant preaction calorimeter I) React. (TΔ IH 1) + Cal. (T1) = adiabatic constant p Prod. (T2) + Cal. (T2) II) Prod. (TΔ IIH 2) + Cal. (T2) = constant p Prod. (T1) + Cal. (T1) ______________________________________________________ ( )Δ 1rx TH React. (T1) + Cal. (T1) = constant p Prod. (T1) + Cal. (T1) ( ) = +Δ Δ Δ1rx I ITH H IH (I) Purpose is to measure (T2 - T1) Adiabatic, const. p = =⇒ ⇒ Δ0 0 p Iq H (II) Purpose is to measure heat qp needed to take prod. + cal. from T2 back to T1. ( ) ( ) ( ) = + = = − + Δ ∴ Δ ∫ ∫ 2 1 2 1 1 Pr . . Pr . . T p p IIT T rx pT q C od Cal dT T C od Cal H H dT 5.60 Spring 2007 Lecture #7 page 2 • Constant volume (when gases involved) adiabatic constant Vreaction calorimeter I) React. (TΔ IU 1) + Cal. (T1) = adiabatic constant V Prod. (T2) + Cal. (T2) II) Prod. (TΔ IIU 2) + Cal. (T2) = constant V Prod. (T1) + Cal. (T1) ______________________________________________________ ( )Δ 1rx TU React. (T1) + Cal. (T1) = constant V Prod. (T1) + Cal. (T1) ( ) = +Δ Δ Δ1rx I ITU U IU (I) Purpose is to measure (T2 - T1) Adiabatic, const. V = =⇒ ⇒ Δ0 0 IVq U (II) Purpose is to measure heat qV needed to take prod. + cal. from T2 back to T1. ( ) ( ) ( ) = + = = − + Δ ∴ Δ ∫ ∫ 2 1 2 1 1 Pr . . Pr . . T IIV VT T rx VT q C od Cal dT T C od Cal U U dT Now use ( )+= + Δ = Δ Δ or H U pV H U pV Assume only significant contribution to ( )Δ pV is from gases. Ideal gas ( ) ( )=⇒ Δ Δ RpV nT
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