Re: 数式番号にアルファベットを振りたい

名前: あきお
日時: 2003-12-24 15:47:46
IPアドレス: 133.74.115.*

>>24467 すみません、ファイルを張るのを忘れました。例えば以下の場合です。 実際に複数式を出すのは前半のみですが、後半が悪さをしている可能性もあるので、 全部載せました。 *****以下、例文****** \documentclass[a4paper,12pt]{book} %------- \usepackage{amsmath} %-------Start \begin{document} \begin{subequations} \begin{gather} \frac{Du}{Dt} - fv + \frac{\partial \Phi}{\partial x} = 0, \label{eq:momentum_equation-x} \\ \frac{Dv}{Dt} + fu + \frac{\partial \Phi}{\partial y} = 0, \label{eq:momentum_equation-y}\\ \frac{\partial \Phi}{\partial z} = \frac{R}{H}T \label{eq:hydrostatic_equation_Phi-T} \\ = \frac{R}{H}\theta e^{-\kappa z / H}, \label{eq:hydrostatic_equation} \\ \frac{\partial u}{\partial x}+\frac{\partial v}{\partial y}+\frac{1}{\rho _0}\frac{\partial }{\partial z}(\rho _0 w) = 0, \label{eq:continuity_equation}\\ \frac{D\theta}{Dt} = 0, \label{eq:thermodynamic_energy_equation} \end{gather} where $D/Dt=\partial / \partial t + u\ \partial / \partial x + v\ \partial / \partial y + w\ \partial / \partial z$, $t$ the time, $u$ the $x$-component of the wind, $v$ the $y$-component of the wind, $w\equiv - (H/p) \ Dp / Dt$ the vertical wind, $f$ the Coriolis parameter, $T$ the temperature, $\theta = T \left( p_s / p \right) ^{\kappa}$ the potential temperature, $\rho _0 (z)\equiv \rho _0 (0) \exp (-z/H)$ the basic density, and $\kappa \equiv R/c_p$, where $c_p$ the specific heat of dry air at constant pressure. The geopotential $\Phi$ is defined as \begin{eqnarray} \Phi = \int ^{z^{*}} _0 g dz^{*} \nonumber \end{eqnarray} where $z^{*}$ the geometric height and $g$ the gravitational acceleration. Using (\ref{eq:hydrostatic_equation}), we can transform (\ref{eq:thermodynamic_energy_equation}) as \begin{equation} \left( \frac{\partial }{\partial t} + u \frac{\partial }{\partial x} + v \frac{\partial }{\partial y} \right) \frac{\partial \Phi}{\partial z} + wN^2 = 0 \tag{\ref{eq:thermodynamic_energy_equation}$'$} \label{eq:thermodynamic_energy_equation_prime} \end{equation} \end{subequations} \end{document} ****おわり*****

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