Thermodynamics
Class 11 Chemistry · Chemistry Part I · Chapter 5
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View allCBSE Class 11 · Chemistry
Chemistry Part I: 45 of 70 theory marks- Marks booster + cheatsheet: key concepts in 2 lines each, common traps
- 9 marks each: Atom and Thermodynamics
- Constants and formulas, with page numbers
- Common traps, corrected
- Periodic trends from the real data
- pH, buffers and solubility product
CBSE Class 11 · Chemistry
Organic basics: 11 marks, the biggest unit- Marks booster + cheatsheet: key concepts in 2 lines each, common traps
- 10 marks: Hydrocarbons
- Every reaction with reagent and condition
- Common traps that cost marks, listed
- IUPAC naming rules
- Oxidation-number rules and balancing
Summary
Thermodynamics studies the energy changes accompanying physical and chemical processes in macroscopic systems, considering only initial and final equilibrium states, not the rate or mechanism of change. The system, surroundings and boundary are defined, and systems are classified as open, closed or isolated by their exchange of matter and energy. The internal energy \(U\) is a state function whose change in an adiabatic process equals the work done; combined with heat it gives the first law of thermodynamics, \(\Delta U=q+w\), an expression of energy conservation. Pressure-volume work is examined for reversible, irreversible and free expansions. Enthalpy is defined as \(H=U+pV\), with the heat absorbed at constant pressure equal to \(\Delta H\), related to \(\Delta U\) by \(\Delta H=\Delta U+\Delta n_g RT\), and with \(C_p-C_v=R\) for an ideal gas. Calorimetry (bomb and constant-pressure) measures these quantities. Standard reaction, formation, combustion, atomisation, bond, lattice (via the Born-Haber cycle) and solution enthalpies are introduced, together with Hess's law of constant heat summation. Spontaneity requires more than a fall in enthalpy: the entropy \(S\), a measure of disorder, and the second and third laws are introduced, and Gibbs energy \(G=H-TS\) provides the criterion \(\Delta G<0\) for a spontaneous change. Finally, \(\Delta G^{\circ}=-RT\ln K\) links Gibbs energy to chemical equilibrium.






