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Low-energy Effective Theory for Spin Dynamics of Fluctuating Stripes

Chi-Ho Cheng
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Abstract

We derive an effective Hamiltonian for spin dynamics of fluctuating smectic stripes from the t-J model in the weak coupling limit t >> J. Besides the modulation of spin magnitude, the high energy hopping term would induce a low-energy anti-ferromagnetic interaction between two neighboring ``blocks of spins". Based on the effective Hamiltonian, we applied the linear spin-wave theory and found that the spin-wave velocity is almost isotropic for La_{2-x}Sr_x CuO_4 unless the structural effect is considered. The intensity of the second harmonic mode is found to be about 10% to that of the fundamental mode.

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Chi-Ho Cheng. 2005-10-20. Low-energy Effective Theory for Spin Dynamics of Fluctuating Stripes. https://doi.org/10.1103/physrevb.72.184516

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