修改了前端显示的代码
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@@ -36,7 +36,7 @@
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<div class="formula">
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<h3 onclick="toggleFormula(this)">太阳高度角计算公式:▶</h3>
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<div class="content" style="display: none;">
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<p>$h_0=\arcsin[\sin\phi\sin\sigma+\cos\phi\cos\sigma\cos(15t+\lambda-300+E_Q)]$</p>
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<p>$h_0=\arcsin[\sin\phi\sin\sigma+\cos\phi\cos\sigma\cos(15t+\lambda-300+E_Q/4)]$</p>
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<p>参数说明:</p>
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<ul>
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@@ -45,20 +45,36 @@
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<li class="parameter"><strong>$\lambda$</strong>:当地地理经度,单位为度(°)</li>
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<li class="parameter"><strong>$t$</strong>:观测时的北京时间,单位为小时(h)</li>
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<li class="parameter"><strong>$\sigma$</strong>:太阳倾角,单位为度(°)</li>
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<li class="parameter"><strong>$E_Q$</strong>:时差,单位为小时(h)</li>
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<li class="parameter"><strong>$E_Q$</strong>:时差,单位为小时(min)</li>
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</ul>
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</div>
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</div>
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<div class="formula">
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<h3 onclick="toggleFormula(this)">太阳倾角计算公式:▶</h3>
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<h3 onclick="toggleFormula(this)">日角计算公式:▶</h3>
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<div class="content" style="display: none;">
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<p>$\sigma=\begin{bmatrix} 0.006\ 918 & -0.399\ 912 \cos\theta+0.070\ 257& \sin\theta_0 \\ 0.006\ 758 & \cos2\theta_0+0.000\ 907 & \sin2\theta_0 \\ 0.002\ 679 & \cos3\theta_0+0.001\ 480 & \sin3\theta_0 \end{bmatrix} \ 180/\pi$</p>
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<p>$\theta=\frac{2 \pi \times (N+△N-N_0)}{365.2422}$</p>
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<p>参数说明:</p>
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<ul>
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<li class="parameter"><strong>$\theta_0$</strong>:$2\pi(n-1)/365.2422$,单位为弧度</li>
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<li class="parameter"><strong>$d_n$</strong>:一年中的日期序数,0, 1, 2, ..., 364</li>
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<li class="parameter"><strong>$\theta$</strong>:日角,单位:弧度</li>
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<li class="parameter"><strong>$365.2422$</strong>:平均回归年,单位:天</li>
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<li class="parameter"><strong>$N$</strong>:积日,单位:天;范围:0~365</li>
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<li class="parameter"><strong>$\triangle N$</strong>:积日订正值,单位:天</li>
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<li class="parameter"><strong>$N_0$</strong>:年份相关的积日订正值,单位:天</li>
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</ul>
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</div>
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</div>
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<div class="formula">
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<h3 onclick="toggleFormula(this)">太阳倾角计算公式:▶</h3>
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<div class="content" style="display: none;">
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<p>$\sigma=0.3723+23.2567 \sin \theta+0.1149 \sin 2\theta−0.1712 \sin 3\theta-0.7580 \cos \theta+0.3656 \cos2\theta+0.0201 \cos3\theta$</p>
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<p>参数说明:</p>
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<ul>
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<li class="parameter"><strong>$\sigma$</strong>:太阳倾角, 单位:角度</li>
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<li class="parameter"><strong>$\theta$</strong>:算法如上, 单位:弧度</li>
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</ul>
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</div>
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</div>
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