In this Lecture in the framework of the second quantizationQuantizationsecond quantization techniqueSecond quantizationsecond quantization technique we diagonalize the Hamiltonian and find the excitation spectrumSpectrumexcitation spectrum for the weakly interacting repulsive (Bogoliubov) Bose gasGasBose gas. The spectrum at small wave vectors is linear (has a soundlike character). We apply the obtained results to the search of the possible superfluidity in spin-polarized atomic hydrogenHydrogenatomic hydrogen. We analyze the condensate particle number, the correlation functions and the shift of the critical temperatureCriticalcritical temperatureTemperatureCritical temperature in the interacting Bose gasGasBose gas. We briefly consider two-dimensional case as well.

错误:搜索内容不能为空,请输入英文关键词
错误:关键词超出字数限制,请精简
高级检索

Lecture 3. Interacting (Bogoliubov) Bose Gas

  • Maxim Kagan

摘要

In this Lecture in the framework of the second quantizationQuantizationsecond quantization techniqueSecond quantizationsecond quantization technique we diagonalize the Hamiltonian and find the excitation spectrumSpectrumexcitation spectrum for the weakly interacting repulsive (Bogoliubov) Bose gasGasBose gas. The spectrum at small wave vectors is linear (has a soundlike character). We apply the obtained results to the search of the possible superfluidity in spin-polarized atomic hydrogenHydrogenatomic hydrogen. We analyze the condensate particle number, the correlation functions and the shift of the critical temperatureCriticalcritical temperatureTemperatureCritical temperature in the interacting Bose gasGasBose gas. We briefly consider two-dimensional case as well.