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 Michaelis Menten equation setting
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giandep

UK
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Posted - 12/08/2006 :  10:59:27 AM  Show Profile  Edit Topic  Reply with Quote  View user's IP address  Delete Topic
Origin Version (Select Help-->About Origin): 7.5
Operating System: winXP

Sorry for my lack of knowledge,
does any body know how to set new non linear curve fitting equation?
I am a biochemist and Im interested in all the different enzymology fittings, like Michaelis and Menten equation (v=(Vmax*s)/(KM+s) s independent variable and v dependent variable), Lineweaver-Burk plot , Eadie-Hofstee plot substrate inhibition and more.
Thankyou for your help.

larry_lan

China
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Posted - 12/08/2006 :  8:18:55 PM  Show Profile  Edit Reply  Reply with Quote  View user's IP address  Delete Reply
Hi:

You can use the Hill function in the Growth/Sigmoidal category. This is a more general form of M-M Function, and you can fix n=1 in your case. I think you can do linear fit to create Lineweaver-Burk plot if you transform v and S to 1/v and 1/S.

To create user-defined fitting function, please read the Origin Help files or This Link.

Larry
OriginLab Technical Services

Edited by - larry_lan on 12/08/2006 8:30:36 PM
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giandep

UK
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Posted - 12/10/2006 :  8:06:58 PM  Show Profile  Edit Reply  Reply with Quote  View user's IP address  Delete Reply
Thank you very much larry for your help.

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peter.cook

UK
356 Posts

Posted - 01/03/2007 :  2:18:34 PM  Show Profile  Edit Reply  Reply with Quote  View user's IP address  Delete Reply
Hi,

I would just like to add thepoint that you should always analyse your enzyme data with non linear regression and any linear plots should not be created by linear regression. You should use the parameters obtained from the non linear regression (eg Michaelis-Menten) to draw the linear.

ie for LineWeaver-Burke y=ax+b
x = 1/S, Y = 1/V, b = 1 / Vmax, a = Km/Vmax

(we use this approach fit to different models, select the best one based on Akaike Information criterion and reisdual plots and then draw linear plots as required ).

Cheers,

pete



Edited by - peter.cook on 01/03/2007 2:47:56 PM
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