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\begin{document}
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\begin{displaymath}
U = U_{LJ} + U_{el} + U_{bond} + U_{ang} + U_{tors} + U_{impr}
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\begin{displaymath}
U_{LJ} = \sum_{non-bonded}4\epsilon_{ij}\Big(\big(\frac{
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U_{el} = \sum_{non-bonded}\frac{q_iq_j}{4\pi\epsilon_0r_{ij}}
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U_{harm}(r) = k(r - r_0)^2
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U_{ang}(\theta) = k_{\theta}(\theta - \theta_0)^2
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U_{tors}(\phi) = K_{\phi}(1+\cos(M\phi-\Delta))
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U_{tors}(\phi) = \sum_{i=1}^5 K_i\cos^i(\phi - 180)
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c(t) = \frac{\langle\vec{n}(t_0)\cdot\vec{n}(t_0+t)\rangle}
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\end{document}
