Method for detecting methoxyacetic acid in leather and textiles
A methoxyacetic acid and detection method technology, applied in the field of chemical detection, can solve problems such as human health and environmental hazards, damage to fertility, fetal harm, etc.
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Embodiment 1
[0037] A method for detecting methoxyacetic acid in leather and textiles, which is detected by gas chromatography-mass spectrometry, comprising the following steps:
[0038] A. Standard solution preparation
[0039] Preparation of methoxyacetic acid standard stock solution: Weigh a certain amount of methoxyacetic acid standard product, dilute it in a 50mL volumetric flask with chromatographically pure methanol, and prepare a 1000mg / L stock solution.
[0040] Preparation of methoxyacetic acid standard working solution: Accurately pipette appropriate amount of standard stock solution, dilute step by step with chromatographically pure methanol, and prepare 0.05mg / L, 0.1mg / L, 0.5mg / L, 1mg / L, 2mg / L , 5mg / L, 10mg / L standard working solution.
[0041] B. Sample pretreatment
[0042] Sampling: Take a representative sample, cut it into a size of about 5mm×5mm, accurately weigh 1.0g (accurate to 0.0001g), and place it in a 60mL glass reaction bottle; add extraction agent: add methanol...
Embodiment 2
[0057] Example 2 See Table 1 for the retention time, qualitative and quantitative ions of the target substance (methoxyacetic acid) in the example.
[0058]Table 1 Retention time, qualitative and quantitative ions and abundance ratio of the target
[0059]
[0060] From Table 1 and figure 1 It can be seen that under the detection conditions of Example 1, the target substance (methoxyacetic acid) can be well separated.
Embodiment 3
[0061] Embodiment 3 linear relationship
[0062] Under the optimized detection conditions of the present invention, the standard solution of methoxyacetic acid is detected within the concentration range of 0.05-10 mg / L. Standard working curve see figure 2 ,Depend on figure 2 It can be seen that its concentration has a good linear relationship with the response value, the linear equation: Y=67521.85X-3605.364, the correlation coefficient R 2 =0.9992.
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