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Dear Kang, Diego |
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@kw600 Yes, it is possible. A typical case of this is melting: above the transition, your crystal structure becomes unstable as it wants to melt. Indeed also, different scenarios are possible. Usually, in these cases, it is not a second-order phase transition but a first-order one. |
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Dear SSCHA developers,
I am studying a CDW system using the experimental structure and lattice parameters. It is very werid that at the temperature proposed by experiments the phase 1 is unstable and increasing temperature makes it more unstable (however decreasing temperature to very low temperature, even at 0K, it becomes stable, which is different from unstable harmonic results). This is not the common way that temperature helps make the imaginary mode stable. When I look at the instability of phase 1 at high temperature, I find the instability is different from the harmonic instability, which has already been stabilized. If I follow this instability of phase 1 at high temperature, it gives a lower symmetry struture and performing the anharmonic calculations again gives the stable phase 2. We have checked the convergence of kpoints and q points and also the convergence of free energy hessian. Is there any possible reason increasing temperature makes the soft mode more unstable?
Best wishes,
Kang
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