Lectures 3 & 4 Flashcards
what is Gibbs definition of a phase
Gibbs defined phase as โState of matter that is uniform throughout in chemical composition and physical stateโ
what is the gibbs phase rule
๐น=๐ถโ๐+2
This equation simply tells us the maximum number of intensive independent variables that can be specified (F) to define a system of C components in P phases. Its best illustration is on a phase diagram:
what is the critical point
The highest possible temperature and the highest possible pressure for which distinct liquid and gas phases can be observed.
what happens the gas and liquid phases at the critical point
Saturated gaseous and liquid phases become identical.
what happens to the gas above the critical temperature
Above the critical temperature T c it is not possible to liquefy the gas by isothermal compression alone.
what happens to the liquid above the critical liquid
Above the critical pressure P c it is not possible to vaporize the liquid by increasing temperature alone.
is there a critical point between solids and liquids
here is no critical point between solid and liquid states. This is because it is impossible to pass from a state of disorder (liquid) to order (solid) without having a sudden change. There will always be a noticeable transition, an interface.
why do the vaporization and sublimation curve have positive slopes for all substances
For all substances, the boiling curve and the sublimation curve have positive slopes. (If pressure increases, more energy is required to escape the liquid/solid, boiling point will increase)
what slope does the melting line generally have
For most pure substances, the melting curve has a positive slope.
what slope does the melting line have for water
For water, the melting curve has a negative slope. This is mostly due to the fact that ice is less dense than liquid water (this relates to the Gibbs free energy)
why does the melting line go to infinity
because it is a line that shows equilibrium between solids and liquids which doesnt have a critical point so it goes to infinity
using gibbs phase rule for C = 1 and P = 1: Single phase, F = 2
At most 2 intensive variables need to be specified in a pure component system to fully define its thermodynamic properties and state. Need to pre-set T and p .
use gibbs phase rule for C = 1 and P = 2: Phase boundary, F = 1
The two-phase boundaries are fully specified with one variable (Clausius-Clapeyron).
use gibbs phase rule for C = 1 and P = 3: Triple point, F = 0
At most three phases can be found at coexistence in a pure component system. Triple point is already pre-determined. But there can be more than one triple point.
why canโt we specifiy P,T and Vm at the same time
although the system will have that specific volume, it will in fact be split into two separate phases, each with compositions at the bubble and dew points (for VLE).