C3 - Modelling the effect of temperature on kinetics

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17 Terms

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Effect of temperature on quality

Temperature increases the kinetic energy of molecules and thus increases:

  • The rate of diffusion phenomena

  • The rate of chemical reactions

  • The rate of enzymatic reactions (within limits)

  • The numerical value of your rate parameter!!

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How to model temperature relating to rate constant?

  • by using the Arrhenius equation

  • Make sure to use the right units, formula is in formularium

  • Temperature is in K (absolute temperature)!!

  • Units for R and activation energy should be the same

<ul><li><p>by using the Arrhenius equation</p></li><li><p>Make sure to use the right units, formula is in formularium</p></li><li><p>Temperature is in K (absolute temperature)!!</p></li><li><p>Units for R and activation energy should be the same</p></li></ul><p></p>
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Linear version of Arrhenius equation (not in formularium), with axis.

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Effect of activation energy on the curve modelling Arrhenius equation.

  • reaction goes slower when the activation energy is increased.

<ul><li><p>reaction goes slower when the activation energy is increased. </p></li></ul><p></p>
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The higher the activation energy…

The higher the Ea, the faster k increases with T.

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What happens if you lower activation energy

Results in increase in rate.

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What does A mean in Arrhenius equation?

Factor A represents the upper limit for k, when T → infinite.

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Is the rate constant always the same for the same chemicals?

No, it can be different from system to system.

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How does activation energy differ?

Activation energy will differ from food to food.

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which units should be the same in arrhenius equation?

R and Ea!!

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Does Arrhenius equation work for non-chemical changes

  • No

  • Only if you turn it into what is seen in the picture.

  • The B doesn’t have any physical or chemical meaning

<ul><li><p>No</p></li><li><p>Only if you turn it into what is seen in the picture.</p></li><li><p>The B doesn’t have any physical or chemical meaning</p></li></ul><p></p>
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Even for chemical reactions, Arrhenius equation may not apply or may enable inter- and extrapolation for a limited temperature range.

Deviations are possible because of:

  • Complex (non-elementary) reactions

  • Changes in physical state (e.g. freezing)

  • Water changes with temperature

  • pH changes with temperature

  • Solubility changes with temperature

  • Inactivation of catalysts (e.g. enzymatic reactions)

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Log logistic model

Relates rate constant to the temperature

  • often used to model the B parameter in the Weibull model

<p>Relates rate constant to the temperature</p><ul><li><p>often used to model the B parameter in the Weibull model</p></li></ul><p></p>
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Graph log logistic model

  • Used as a replacement to Arrhenius model in non-chemical changes.

  • Tc​ represents the threshold temperature or critical temperature. It is the temperature at which the behavior of the function k(T) changes significantly:

  • When temperature « Tc, the K will be = 0

  • When temperature » Tc, then K will be proportional to the difference between T and Tc

<ul><li><p>Used as a replacement to Arrhenius model in non-chemical changes. </p></li><li><p><em>Tc</em>​ represents the <strong>threshold temperature</strong> or <strong>critical temperature</strong>. It is the temperature at which the behavior of the function k(T)<em> </em>changes significantly:</p></li><li><p>When temperature « Tc, the K will be = 0</p></li><li><p>When temperature » Tc, then K will be proportional to the difference between T and Tc</p></li></ul><p></p>
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Non-Arrhenius behavior or Arrhenius-like behavior

  • Always check whether Arrhenius equation applies: Arrhenius plot

  • For chemical QPI, Arrhenius equation may apply only on a limited temperature range…

  • Arrhenius equation may not apply for non-chemical QPI

  • Because of complex reactions or the effect of T on food matrix

  • For non-chemical QPI it is advised to use an Arrhenius-like model

  • Other k(T) models are possible: log-logistic model

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How to incorporate effect of temperature in kinetic models

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Kinetic models for optimization

  • This creates Iso-effect curves.

  • This iso-effect curve will show for example a time and a temperature for which when combined will produce a certain efficiency.

<ul><li><p>This creates Iso-effect curves.</p></li><li><p>This iso-effect curve will show for example a time and a temperature for which when combined will produce a certain efficiency. </p></li></ul><p></p>