Method for assessing radiation dose of potatoes by using polymerase chain reaction (PCR) technology
A technology for irradiation dose and potatoes, which is applied in the field of evaluating potato irradiation dose by PCR technology, can solve the problems of poor stability and accuracy, and achieve the effect of effective and reliable detection means
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[0048] Example 1: Irradiation Quantitative Identification of Potato Samples
[0049] Eight unirradiated potatoes from the same batch of moderate size were taken and irradiated according to the set gradient dose (0kGy, 0.5kGy, 1kGy, 2kGy, 4kGy, 6kGy, 8kGy, 10kGy). According to the results of the dose bottle, the actual radiation dose corresponding to the gradient radiation dose sample is shown in Table 1
[0050] Table 1 The actual dose of samples in the irradiation group
[0051]
[0052] Take 4 unirradiated potato samples and irradiate them according to the sample number 4, that is, 2.12kGy of irradiation as the potato samples T1-T4 to be tested.
[0053] Take 8 standard curve potato samples and 4 potato samples (T1-T4) to be tested, use the column separation DNA extraction kit to extract the total DNA and volatilize ethanol, and obtain a total of 12 DNA samples, using 96-well plates and real-time quantitative PCR The primers used for real-time quantitative PCR are:
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Embodiment 2
[0072] The difference between this embodiment and the embodiment is that the primer pair P1 sequence of this embodiment is:
[0073] 5'CAACGCGCAAAACCTTACCA 3'
[0074] 5'AACGATGAGTGTTCGCCCTT 3'
[0075] The primer pair P2 sequence is:
[0076] 5'AGCACTACCGGTGGAAGGTA 3'
[0077] 5'TTAGCCAAAGGTCGCTTGGA 3'.
[0078] The initial cycle number C of the sample obtained in this primer combination T The result is brought into the formula:
[0079] X=2^(△C TD(P1,P2) )=2^(C TD(P2) -C TD(P1) )
[0080] Then the X result is shown in Table 2:
[0081] Table 2 Exponential function value results of initial cycle number difference
[0082]
[0083]
[0084] According to the linear regression result of the exponential function value of the difference between the actual radiation dose and the initial cycle number, the standard curve of "irradiation dose-the exponential function value of the difference between the initial cycle number" is obtained as follows: figure 2 Shown:
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