07 December 2018 2 7K Report

Hi All,

I am optimizing concentration for detection 1' and 2' Antibody for a sandwich ELISA using the standard checkerboard titration method. (See attachment for experiment layout and specific Ab concentrations.) Basically, I used 5-fold dilution series for both 1' and 2' Ab, and included three lysate concentrations (64, 16, and 4ug) + blank lysis buffer for each Ab condition.

And some more info:

- Capture antibody is 1ug/ml in 100ul PBS per well, using Nunc MaxiSorp plate.

- The capture Ab / detection Ab pair was chosen from a checkerboard experiment with several different antibodies prior to this experiment. So I'm pretty sure this Ab pair works.

- TMB incubation time is ~15 minute

I have attached the results below:

Table A: raw reading at 450nm

Table B: blank subtracted value, with value less than 0.1 highlighted

Table C: relative value of 64ug and 16ug (normalized to value of 4ug), calculated from Table B.

My overall question is: How to use the data I got to determine which is (are) the optimal 1', 2' Ab condition?

And here are some specific questions, which again are kind of related to each other:

(1) Since lysate amount is 64, 16, and 4ug, I expect at least some conditions will give results with 4-fold change, if they fall in the linear range. But that doesn't seem to be the case (see Table C for ratio). Is that normal?

(2) Is this a good/clean experiment? According to Table A raw reading, all blank controls are below 0.1; and the biggest value is ~2.5. I should be in the linear range for all wells, right?

(3) After blank subtraction, what's the number below which you don't trust? For example, here (in Table B), I arbitrarily set the threshold at 0.1 (since the "dirtiest" blank, well A4, is around 0.1)

(4) Now that the results are nothing close to the theoretial "4-fold" ratio, can I still use the results to determine an optimal Ab condition? Or did I do something wrong in this experiment and how should I improve?

I have never developed an ELISA before so any thoughts or comments will be greatly appreciated.

Thanks! Zhizhou

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