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更新大学物理 B 笔记,新增缺级条件和康普顿效应的相关内容
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whateverzpy committed Dec 22, 2024
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- [ ] 优化 tags 页面的显示样式(搁置)
- [ ] 增加分享按钮
- [ ] 增加上一篇、下一篇按钮
- [ ] 滚动条样式
- [ ] 选中文字的样式
18 changes: 18 additions & 0 deletions content/post/4-PhysicsB-Notes/index.md
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Expand Up @@ -373,6 +373,16 @@ $$
d(\sin{\theta}+\sin{i})=\pm\frac{2k+1}{2}\lambda
$$

#### 缺级

缺级条件

$$
\frac{b+b'}{b}=\frac{k}{k'}
$$

例如,若 $\frac{b+b'}{b}=3$,则在 $k=3,6,9,\dots$ 处形成缺级。

### 马吕斯定律

从检偏器透出的光的振幅为
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\nu_0=\frac{W}{h}
$$

### 康普顿效应

$$
\Delta \lambda=\lambda-\lambda_0=\frac{h}{m_0c}(1-\cos{\theta})=\frac{2h}{m_0c}\sin^2{\frac{\theta}{2}}
$$

其中 $\lambda_0$ 为入射光子的波长,$\lambda$ 为散射光子的波长。

### 氢原子的玻尔理论

氢原子光谱公式的一般形式
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