Table 6.
Antibody | Linear Regression Model (BAU Conversion Model) | Linearity Range (ng/ml) | CV % Range | Adjusted R2 |
---|---|---|---|---|
S-IgG | Conc BAU/ml = 0.080429 + 0.018729 * Conc ng/ml | 100 – 1.0 | 14.38% - 7.26% | 1.00 |
S-IgM | Conc BAU/ml = 0.465119 + 0.036897 * Conc ng/ml | 1000 – 0.320 | 16.40% - 0.17% | 0.9964 |
S-IgA | Conc BAU/ml = -0.035959 + 0.190851 * Conc ng/ml | 1000 – 8.0 | 18.82% - 0.08% | 0.9944 |
N-IgG | Conc BAU/ml = 0.252450 + 0.011651 * Conc ng/ml | 100 – 1.0 | 21.33% - 0.33% | 0.9999 |
N-IgM | Conc BAU/ml = -1.808749 + 0.615273 * Conc ng/ml | 1000 – 1.6 | 8.22% - 0.42% | 0.9998 |
N-IgA | Conc BAU/ml = 0.378230 + 0.622280 * Conc ng/ml | 1000 – 8.0 | 17.39% - 0.09% | 0.9953 |
RBD-IgG | Conc BAU/ml = 0.834818 + 0.025888 * Conc ng/ml | 1000 – 10.0 | 6.13% - 0.37% | 0.9999 |
RBD-IgM | Conc BAU/ml = 0.539426 + 0.031529 * Conc ng/ml | 1000 – 1.6 | 12.32% - 0.04% | 0.9980 |
RBD-IgA | Conc BAU/ml = 0.053400 + 0.491130 * Conc ng/ml | 1000 – 10.0 | 6.22% - 0.13% | 0.9999 |
Table 6 shows the linear Conversion models (column 2) for each of the antibodies. For S-IgG, the linear model is Conc (in BAU/ml) = 0.080429 + 0.018729 * Conc (in ng/ml). This implies given a spike IgG Concentration of 1000 ng/ml, the above linear model can be used to get the equivalent spike IgG Concentration in BAU/ml as 0.080429 + 0.018729 * 1000 = 18.80943 BAU/ml. Columns 3, 4 and 5 show that linearity rages were achieved for all antibodies, their associated %CV and coefficient of determination (R2) are indicated.