Rankine Cycles: Thermodynamic Diagrams

Related lectures (28)

Page 1 of 3

Explores thermodynamic modeling of real solutions in materials science, focusing on regular and sublattice models.

Discusses the thermodynamic behavior of real gases and phase transitions, including the Joule-Thomson effect and latent heat values.

Covers chemical potential variations and thermodynamic functions in mixtures, emphasizing their implications in real and ideal gases.

Explains the Mollier and Log p-h diagrams for thermodynamic calculations in engineering projects.

Explores solution models for binary mixtures, including regular and real solutions, exchange energy, and thermodynamic quantities.

Explores phase transitions in thermodynamics, focusing on stability criteria and real-world applications.

Explores phase separations in polymer solutions, covering colloids, liquid crystals, miscibility, phase diagrams, and nucleation mechanisms.

Explores the thermodynamic identity, entropy-temperature relationship, and pressure definition, illustrating key principles with practical examples.

Covers basic thermodynamic conventions, chemical potential, vapor pressure, and the relationship between chemical potential and pressure in gases.

Explores entropy, ideal gases, and TDS equations in thermodynamics, emphasizing the importance of the Clausius inequality and the Carnot cycle.