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6.) Starting with the CVD operating equation derived in class, a.) prepare a plot of conversion (X) as a function of dimensionless time (the Dahmkhler
6.) Starting with the CVD operating equation derived in class, a.) prepare a plot of conversion (X) as a function of dimensionless time (the Dahmkhler number, Da), for yin=0.05,0.1, 0.25 , and 0.5. Have all 4 curves on the same plot, and use a semi-log plot. b.) From your results from part (a.), prepare a plot of Da required to achieve 95% conversion, as a function of yin. To get a smooth curve, you may need to use a solver to obtain more points. Dn=yinx[1x1+yinx]2CVDapenatingequation 6.) Starting with the CVD operating equation derived in class, a.) prepare a plot of conversion (X) as a function of dimensionless time (the Dahmkhler number, Da), for yin=0.05,0.1, 0.25 , and 0.5. Have all 4 curves on the same plot, and use a semi-log plot. b.) From your results from part (a.), prepare a plot of Da required to achieve 95% conversion, as a function of yin. To get a smooth curve, you may need to use a solver to obtain more points. Dn=yinx[1x1+yinx]2CVDapenatingequation
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