Hello everyone,
As of my understanding for numerical deconvolution or convolution the first step was to fit a model to the IV Bolus to obtain the UIR/Macroconstants that need to be corrected by the dose.
These UIR will then be used in the convolution with my input rate to obtain a drug profile of an extravascular administration.
In the case that the IV Bolus follows a 2 compartment body model (Macroconstants: A,B, alpha, beta), but the extravascular adminstration has to be 1 compartment body model, is it correct to assume that I am only interested in the last part of the IV Bolus function which shows the actual elimination (the inital phase of the IV shows distribution phase, that i dont have in the extravascular adminstration).
To be more concrete:
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IV Bolus (2 compt) gives me A,B, alpha, beta
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to obtain convoluted Extravacsular profile (1 compt) I only use B and beta as unit impulse response
Is that correct?
Thank you very much for your guidance!
Best wishes
this is a good question, and the reason is fairly common in that the the distribution phase is ‘masked’ in Absorpton process. However I think IVIVC should take account of this.
Can you perhaps try both approaches and see which models your circumstances better.
Simon.
Dear Simon,
Thank you very much for this prompt reply!
I have tried both approaches and I get a perfect fit when i disregard the distribution phase (only use B and beta), whereas I greatly overestimate the cmax when I integrate the whole function.
Best,
Simon
Well I think that confirms your approach. Remember a major purpose of modelling is to describe the observed data well..
rather than trying to make data ‘fit’ a model!
have a good weeke end. Simon.
Dear Simon,
That statement is very true and with regards to making sure that I am not just fitting my data to the model, I was looking for a scientific backup whether my hypothesis from above is correct.
I actually find it rather hard to believe that this issue has not been discussed before, so If you, Simon or any other visitor knows of any literature, I would greatly appreciate any source!
Thank you again!
Best, Simon