First Order Phase Transition - Edubirdie

University:
Santa Fe College
Course:
PHY 2048 | General Physics 1 with Calculus
Academic year:

2024
Views:

92

Pages:

2
Author:

Jabin F.

#First Order Phase Transition:- The phase transition in which Gibbiz free energy is Continuous but its first order derivatives are discontinuous at transition point, is called first order Phase transition. Seg. V=(NT S= M = () ан magnotin- Particle density = N P= m = Nm V V * The volume (or density), entropy, magnetizat are dis Continuous at transition point. * The density charger dis continyously at transition point. * == () V ат (11) Bose Einstein Condensation: Take place for Bosone. Consider a gat of N non-Interacting Bosons having spins filled in a 3-D Contamer of volume v at temp. T. 60 e=o, Single particle ground state. group of single particle excited states f(E) = 1 4-4 e KBT -1 ) Non-rel-material parti (9 = Apl d= 3. d= 3, 03 E = P g(e) = 2TV (2m) 3/2/2 63 N= $f(e) g(e) de No= The no. of particle in ground stateer (1) Ne= The no. of partikle im excited states (N=Nc; Ne = S VIA(em) de 6-4 e KOT 00 No = N-Ne MSEO Eo= single part ground state energy.

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