Sample
Serum, plasma, cell culture supernatants, body fluid and tissue homogenate
Intended Use
This EMA IgA ELISA kit is a 1.5 hour solid-phase ELISA designed for the quantitative determination of Human EMA IgA. This ELISA kit for research use only, not for therapeutic or diagnostic applications!
Contents of Kit
1. MICROTITER PLATE, 96 wells, stripwell
2. ENZYME CONJUGATE, 10 mL, 1 vial
3. STANDARD A 0 ng/mL, 1 vial
4. STANDARD B 50 ng/mL, 1 vial
5. STANDARD C 100 ng/mL, 1 vial
6. STANDARD D 250 ng/mL, 1 vial
7. STANDARD E 500 ng/mL, 1 vial
8. STANDARD F 1000 ng/mL, 1 vial
9. SUBSTRATE A, 6 mL, 1 vial
10. SUBSTRATE B, 6 mL, 1 vial
11. STOP SOLUTION, 6 mL, 1 vial
12. WASH SOLUTION (100 x), 10 mL, 1 vial
13. BALANCE SOLUTION, 3 mL, 1 vial
14. INSTRUCTION 1
NOTE: The BALANCE SOLUTION is used only when the sample is cell culture supernatants, body fluid and tissue homogenate; if the sample is serum or plasma, then the BALANCE SOLUTION is a superfluous reagent.
The types of sample:
Sample I: serum or plasma
Sample II: cell culture supernatants, body fluid and tissue homogenate
Storage
All reagents provided are stored at 2-8° C. Refer to the expiration date on the label.
Precision
1) In the same lot CV%: 4.4, 5.6
2) Different lot CV%: 6.6, 7.9
Sensitivity
The sensitivity in this assay is1.0 ng/mL.
Standard Curve
1) The standard curve is used to determine the amount of samples.
2) First, average the duplicate readings for each standard and sample. All O.D. values are subtracted by the mean value of blank control before result interpretation.
3) Construct a standard curve by plotting the average O.D. for each standard on the vertical (Y) axis against the concentration on the horizontal (X) axis, and draw a best fit curve e using graph paper or statistical software to generate a linear regression, four parameter logistic (4-PL) curve-fit, or curvilinear regression of second degree. An x-axis for the optical density and a y-axis for the concentrationis also a choice. The data may be linearized by plotting the log of the concentrations versus the log of the O.D. and the best fit line can be determined by regression analysis.
4) Calculate the concentration of samples corresponding to the mean absorbance from the standard curve.
NOTE:
1) Any variation in operator, pipetting and washing technique, incubation time or temperature, and kit age can cause variation in result. Each user should obtain their own standard curve.
2) If samples have been diluted, the concentration read from the standard curve mustbe multiplied by the dilution factor. 3) If specimens generate values higher than the highest standard, dilute the specimens and repeat the assay.
Citations
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