Tetramethylbenzidine (TMB) coloration solution and preparation method thereof
A technology of color developing solution and B solution, which is applied in the direction of chemical reaction of materials and material analysis by observing the influence of chemical indicators, can solve the problems of complicated operation, poor stability, low sensitivity, etc. The effect of simplifying operation steps, reducing random errors and improving sensitivity
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Embodiment 1
[0019] Embodiment 1: the preparation of TMB chromogenic solution:
[0020] a. Preparation of liquid A: add 0.5mol of citric acid, 0.5mol of disodium hydrogen phosphate, 0.5mol of hydrogen peroxide, and 1mmol of EDTA into 1L of water, stir well, and fully dissolve;
[0021] b. Prepare liquid B: add TMB1mmol and HCl0.5mol to 1L water, then add polyvinylpyrrolidone with a final mass concentration of 10%; stir evenly and fully dissolve;
[0022] c. Finally, after mixing equal volumes of liquid A and liquid B, adjust the pH=4.0 to obtain the crude TMB chromogenic liquid;
[0023] d. Suction filter the crude TMB chromogenic solution with a 0.22um microporous membrane to obtain the TMB chromogenic solution.
Embodiment 2
[0024] Example 2: The TMB chromogenic solution prepared by the method of Example 1 was compared with the TMB ONE chromogenic solution commercialized by Kem-En-Tec Diagnostics, Denmark.
[0025] Taking the Human IL-17A double-antibody sandwich ELISA as an example, the color was developed for 15 minutes, and the OD value (λ=450nm) was measured as shown in Table 1:
[0026] Human IL-17A pg / ml KEM-OD value Example 1-OD value 500.00 2.680 2.976 200.00 1.308 1.576 80.00 0.606 0.738 32.00 0.292 0.361 12.80 0.166 0.198 5.12 0.116 0.131 2.05 0.094 0.101 0.00 0.076 0.078
[0027] It can be drawn from Table 1 that the signal-to-noise ratio of KEM ONE at a Human IL-17A concentration of 2.05 pg / ml is 0.094 / 0.076=1.24, while the TMB chromogenic solution obtained by the method of Example 1 was obtained at a Human IL-17A concentration When it is 2.05pg / ml, the signal-to-noise ratio is 0.101 / 0.078=1.29, which is obviously better ...
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