spin operator meaning in Chinese
自旋算符
Examples
- The spin operator ' s commutation relations in one dimensional quantum antiferromagnetic chains and lagrangina expression
一维量子反铁磁链格点自旋对易关系与广义拉氏表示 - By using the double - fennion representation , we discuss the statistical relations of the s = 3 / 2 spin operator
基于双费米子表象，我们讨论了自旋值为3 2的自旋算符所遵循的统计关系。 - Based upon this transformation , we introduce another form of one - dimensional spin - 1 / 2 jordan - wigner transformation that maps the pauh spin operators onto the real majorana lattice fermions . next , its application in one - dimensional quantum ising spin chain model is displayed
基于该变换，我们介绍了另一种形式的一维自旋- 1 2的“ jordan - wigner ”交换，即用实的“ mbjorana ”格点费米子来描述泡利自旋算符。 - Firstfy , one - dimensional spin - 1 / 2 jordan - wigner transformation is introduced detailedly , which maps spins onto spinfess fermions . next , we discuss the statistical relations of spin operators by means of this mapping . moreover , from these relations we can notice that the s = l / 2 spin operators partly resemble fermi operators , and as well as , they partly resemble bose operators
接着，基于无自旋费米子表象，我们讨论了自旋算符所遵循的统计关系，并由此看出自旋- 1 2的自旋算符既部分地相似于费米子算符，又部分地相似于玻色子算符。