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add astrometry/photometry
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Komp_obr_SFedU/Materials4Pract/01/a.c
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@ -377,14 +377,15 @@ WCS~--- World Coordinate System. ICRS~--- International Celestial Reference Syst
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\begin{columns}
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\begin{columns}
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\column{0.47\textwidth}
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\column{0.47\textwidth}
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\begin{block}{ðÒÏÓÔÅÊÛÉÊ ÓÌÕÞÁÊ}
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\begin{block}{ðÒÏÓÔÅÊÛÉÊ ÓÌÕÞÁÊ}
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ïÂÏÚÎÁÞÉÍ \textbf{CRPIX}~-- $p$, \textbf{CRVAL}~-- $v$, \textbf{CDELT}~-- $d$, \textbf{CROTA2}~--
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ïÂÏÚÎÁÞÉÍ \textbf{CRPIX}~-- $p$, \textbf{CRVAL}~-- $\alpha_0$ É $\delta_0$, \textbf{CDELT}~-- $d$,
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\textbf{CROTA2}~--
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$r$, \textbf{CD}~-- $c$, ÔÏÇÄÁ
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$r$, \textbf{CD}~-- $c$, ÔÏÇÄÁ
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$$\begin{cases}
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$$\begin{cases}
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\alpha = d_1(x-p_1)\cos r - d_2(y-p_2)\sin r,\\
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\alpha - \alpha_0 = d_1(x-p_1)\cos r - d_2(y-p_2)\sin r,\\
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\delta = d_1(x-p_1)\sin r + d_2(y-p_2)\cos r;\end{cases}$$
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\delta -\delta_0 = d_1(x-p_1)\sin r + d_2(y-p_2)\cos r;\end{cases}$$
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$$\begin{cases}\alpha = c_{11}(x-p_1) - c_{12}(y-p_2),\\
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$$\begin{cases}\alpha - \alpha_0 = c_{11}(x-p_1) - c_{12}(y-p_2),\\
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\delta = c_{21}(x-p_1) + c_{22}(y-p_2).\end{cases}$$
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\delta -\delta_0 = c_{21}(x-p_1) + c_{22}(y-p_2).\end{cases}$$
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$$\begin{pmatrix}c_{11} & c_{12}\\ c_{21} & c_{22} \end{pmatrix} =
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$$\begin{pmatrix}c_{11} & c_{12}\\ c_{21} & c_{22} \end{pmatrix} =
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\begin{pmatrix} d_1\cos r &-d_2\sin r\\ d_1\sin r & d_2\cos r\end{pmatrix}
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\begin{pmatrix} d_1\cos r &-d_2\sin r\\ d_1\sin r & d_2\cos r\end{pmatrix}
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