some more work towards a theory block handler
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\begin{document}
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\begin{displaymath}
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\alpha j_0\left(2\pi\nu t + \phi\pi/180\right) \exp(-\lambda_{\rm T} t) + (1-\alpha) exp(-\lambda_{\rm L} t)
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\alpha j_0\left(2\pi\nu t + \phi\pi/180\right) e^{-\lambda_{\rm T} t} + (1-\alpha) e^{-\lambda_{\rm L} t}
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\end{displaymath}
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\end{document}
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\begin{document}
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\begin{displaymath}
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\alpha \cos\left(2\pi\nu t + \phi\pi/180\right) \exp(-\lambda_{\rm T} t) + (1-\alpha) exp(-\lambda_{\rm L} t)
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\alpha \cos\left(2\pi\nu t + \phi\pi/180\right) e^{-\lambda_{\rm T} t} + (1-\alpha) e^{-\lambda_{\rm L} t}
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\end{displaymath}
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\end{document}
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src/musrgui/latex_images/statExpKT.png
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src/musrgui/latex_images/statExpKT.png
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src/musrgui/latex_images/statExpKT.tex
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src/musrgui/latex_images/statExpKT.tex
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\documentclass[12pt]{article}
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\pagestyle{empty}
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\begin{document}
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\begin{displaymath}
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1/3 \left[ 1 + 2\, \left\{ 1 - \lambda t \right\}\right]\, e^{-\lambda t}
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\end{displaymath}
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\end{document}
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