Topics in Statistic Mechanics
Topics in Statistic Mechanics
Topics in Statistic Mechanics
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Adv. Sta. Phy. Homework 2 Blume-Capel Model Li,Zimeng PB06203182<br />
3.3 Observable and Critical Exponents<br />
Energy Density<br />
lnZ=<br />
E=<br />
Specific Heat C<br />
C=<br />
Magnetization Density<br />
(see 3.1), we can only solve it by us<strong>in</strong>g graphical method.<br />
Susceptibility<br />
To be implemented.<br />
Critical Exponents<br />
The numerical results for the tricritical po<strong>in</strong>t are for the Blume-Capel quantum sp<strong>in</strong><br />
model with<br />
= 0, = 0.910207 ,<br />
Reference<br />
1.Cardy J. Scal<strong>in</strong>g and Renormalization <strong>in</strong> <strong>Statistic</strong>al Physics (CUP, 1996)(T)(252s)<br />
2.Uzunov D.I. Introduction to theory of critical phenomena (WS)(KA)(T)(461s)<br />
3.Henkel M. Conformal <strong>in</strong>variance and critical phenomena (Spr<strong>in</strong>ger, 1999)(ISBN<br />
354065321X)(K)(T)(434s)<br />
4.Yang, Z. R. (2007). "Quantum <strong>Statistic</strong> Physics." High Education Press: 421.<br />
5.Domb C., Lebowitz J.L. (eds.) Phase Transitions and Critical Phenomena v.12 (Academic<br />
Press, 1988)(ISBN 0122203127)(T)(K)(498s)
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