Difference between revisions of "Team:Paris Bettencourt/Protocols/titration-acid-phytic"
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<li><b>Phosphorous calibration curve :</b></li> | <li><b>Phosphorous calibration curve :</b></li> | ||
Determine the absorbance of each phosphorous standard. Substract the absorbance of STD0 from the absorbance of the others STD, therby obtaining ΔA(phosphorous). | Determine the absorbance of each phosphorous standard. Substract the absorbance of STD0 from the absorbance of the others STD, therby obtaining ΔA(phosphorous). | ||
− | Calculate M as follows, for each standard : | + | Calculate M as follows, for each standard: |
− | + | \[ | |
− | Use "Mean M" to calculate the phosphorous content of test samples. | + | \begin{align} |
+ | M = \frac{P(\mu g)}{\Delta A (phosphorous)} | ||
+ | \end{align} | ||
+ | \] | ||
+ | Use "Mean M" to calculate the phosphorous content of test samples.<br> | ||
<li><b>Phosphorous / phytic acid content :</b></li> | <li><b>Phosphorous / phytic acid content :</b></li> | ||
Determine the absorbance of the both "Free Phosphorous" and "Total Phosphorous". Substract the absorbance of the "Free Phosphorous" sample from the absorbance of the "Total Phosphorous" sample. Obtaining ΔA(phosphorous). | Determine the absorbance of the both "Free Phosphorous" and "Total Phosphorous". Substract the absorbance of the "Free Phosphorous" sample from the absorbance of the "Total Phosphorous" sample. Obtaining ΔA(phosphorous). | ||
− | + | \[ | |
− | Where :<br> | + | \begin{align} |
− | 20 = original sample extract volume<br> | + | C^{o} = \frac{mean(M)\times 20 \times F}{10000 \times 1.0 \times \nu} \times \Delta A(phosphorous) |
− | F = dilution factor<br> | + | \end{align} |
− | + | \] | |
− | 1.0 = wigh of original sample material<br> | + | <br><i>Where :</i><br> |
− | + | \(20\) = original sample extract volume<br> | |
+ | \(F\) = dilution factor<br> | ||
+ | \(10000\) = conversion from µg/g to g/100g<br> | ||
+ | \(1.0\) = wigh of original sample material<br> | ||
+ | \(\nu\) = sample volume | ||
− | <b><i>It follows for phosphorous :</i></b> | + | <br><br> |
+ | <b><i>It follows for phosphorous :</i></b><br> | ||
+ | \[ | ||
+ | \begin{align} | ||
+ | C^{o} ~= \frac{mean(M)\times 20 \times 55.6}{10000 \times 1.0 \times \nu} \times \Delta A(phosphorous)\\ | ||
+ | ~= mean(M) \times 0.1112 \times \Delta A(phosphorous) | ||
+ | \end{align} | ||
+ | \] | ||
+ | |||
+ | <b><i>It follows for phytic acid :</i></b><br> | ||
+ | \[ | ||
+ | \begin{align} | ||
+ | C^{o} = \frac{phosphorus}{0.282} | ||
+ | \end{align} | ||
+ | \] | ||
</ul> | </ul> | ||
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</table> | </table> | ||
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Latest revision as of 16:40, 2 September 2015