Gong Siqiu

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Degree of coherence

Posted on 2018-09-09 | In Quantum |
Abstract from wikipedia In quantum optics, correlation functions are used to characterize the statistical and coherence properties of an electromagn ...
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The change of probability

Posted on 2018-09-07 | Edited on 2018-09-09 | In Quantum |
Two photons income a 50:50 beam splitter from a and b respectly. There are four results. . If the two photons are identical in their physical propert ...
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Hong–Ou–Mandel effect

Posted on 2018-09-07 | In Quantum |
Abstract from wikipedia The effect occurs when two identical single-photon waves enter a 1:1 beam splitter, one in each input port. When the photons ...
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Bell State and GHZ State

Posted on 2018-09-04 | In Quantum |
What is Bell states?The Bell states are four specific maximally entangled quantum states of two qubits.\begin{equation}\begin{aligned}\vert \Psi^\pm \ ...
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Start of Quantum Communication

Posted on 2018-08-20 | Edited on 2018-08-29 | In Quantum |
I decide to write this to record someting important or interesting in my experience about quantum communication.The followings are a list of some pape ...
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液体沸腾条件

Posted on 2018-07-06 | Edited on 2018-07-07 | In Thermology |
$$(p_{v_0}+p_g)-p=\Delta p$$ $$p_g=\frac{\nu RT}{V}, \Delta p=\frac{2 \alpha}{r}$$ $$r=\left( \frac{3}{4 \pi}V \right)^\frac{1}{3}$$ $$A=2 \alpha \left(\frac{4 \pi}{3}\right)^\frac{1}{3},B=\nu RT$$

最终化为
$$p+\frac{A}{V^\frac{1}{3}}=p_0+\frac{B}{V}$$

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梯度,散度,旋度

Posted on 2018-05-20 | Edited on 2018-07-07 | In Mathematical analysis |
设$\vec{v},\vec{\omega}$散度和旋度均相等,问:在什么条件下,$\vec{v}=\vec{\omega}$问题等价于当$$\nabla\times\vec{v}=0,\nabla\cdot\vec{v}=0$$什么条件下$\vec{v}=0$?设$\Omega\subset\ma ...
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OpenFoam 模型的注释

Posted on 2018-05-01 | Edited on 2018-06-29 | In CFD |
incompressible 不可压缩流体pimpleFoamLES大涡模拟是对紊流脉动(或紊流涡)的一种空间平均,也就是通过某种滤波函数将大尺度的涡和小尺度的涡分离开,大尺度的涡直接模拟,小尺度的涡用模型来封闭。大涡模拟成立的理论基础是在高雷诺数紊流中存在惯性子尺度的涡,该尺度的涡具有统计意义上的 ...
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Analysis quiz

Posted on 2018-04-28 | Edited on 2018-07-07 | In Mathematical analysis |
1. 设$v(n)$ 是$n$ 维球体$\lbrace x^2_1 +\cdots +x_n^2\leqslant 1\rbrace$ 的体积,求$v(n)$ 的最大值$$B_n(a)=\lbrace (x_1,\cdots ,x_n):x^2_1 +\cdots +x_n^2\leqslant ...
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Note on Tobias Holzmann's Tesla's One-Way-Valve tutorial

Posted on 2018-04-23 | Edited on 2018-06-29 | In CFD |
Two weeks ago, I found Tobias Holzmann’s Tesla’s One-Way-Valve. It is great but there is no explaination. So, I write this page to record some trouble ...
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Gong Siqiu

Gong Siqiu

The blog of Gong Siqiu. It is mainly used to record some interesting questions during my study in USTC and some experiences.

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