• 2022-10-26
    求线性谐振子哈密顿量在动量表象中的矩阵元。
  • 解:[tex=29.214x11.286]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[/tex][tex=23.786x2.929]SqqgBdGPhKmULb3SCCckTPkpEm9cid00UKW1cBdSRcARH6YBRYH98cIAXYdDINj6vumA3AIJ/G3RxUn30u3E5/HUMXP9LPAM9r6Y61a1lDyr/I7Kzu/F2n9kPfDXpn5HaElc0N5URrG7pVjiSphmtPbdPLoqUgwpL160HPBzqq3Q92Y+rt3HclI+j6ERGe5Z1JX+/yCp+cHS1YTAx6PyZ6PO5YbGXmXNtmmmNh9BuAH/Wx4848U2iaJDiPTBdZqrGdutylFPYJUWrYOqJdT7KiPPECiL5k9bnxK0itV5VsaAqieboetp3v5EMYoILTJ2ademgq2a4hxakdi0yqRFQ5CEbzG+JN4VlWHlUicQa3M=[/tex][tex=23.857x5.786]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[/tex][br][/br]

    内容

    • 0

      线性谐振子的哈密顿算符在动量表象中的形式是 未知类型:{'options': ['', ' [img=264x105]17e0b390c11beb9.png[/img]', ' [img=232x105]17e0b390d075f6a.png[/img]', ' [img=232x105]17e0b390db938a5.png[/img]'], 'type': 102}

    • 1

      线性谐振子的哈密顿算符在动量表象中的微分形式是 未知类型:{'options': ['17e43b7b6d73dde.png.', ' [img=113x47]17e43b7b756c648.png[/img].', ' [img=128x48]17e43b7b7d6ae47.png[/img].', ' [img=124x47]17e43b7b85ec95e.png[/img].'], 'type': 102}

    • 2

      线性谐振子的能量本征函数在能量表象中的表示是https://image.zhihuishu.com/zhs/onlineexam/ueditor/201909/40d4a5dd3bb54f4282258593cae2e24b.png

    • 3

      已知一维线性谐振子的能量为试求在ε~ε+dε的能量范同内.一维线性谐振子的量子态数。

    • 4

      一个力学量在自身表象中的矩阵是______