Summer is coming, everyone likes to use sunscreen. What kind of sunscreen is safe and effective? Let's look at an experiment from BASF scientists first.
BASF scientists have done an interesting experiment to study how sunscreen products produce free radicals after exposure to light. One group uses light-stable sunscreens, while the other group contains light-labile sunscreens BMDBM.
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)
As a result, it was found that formulas containing light-labile sunscreens would produce peroxidative free radicals induced by UV. That is to say, after using this sunscreen product, after being irradiated with ultraviolet light, the sunscreen product itself would generate a lot of free radicals, which would be harmful to human skin. It is easy to produce irritation, and then easily induce acne aestivalis.
BASF scientists also conducted skin safety tests on these two sets of formulas, and the results also showed that formulas using light-unstable sunscreens are likely to cause summer acne in sensitive people. There is no problem with formulas using light-stable sunscreens.
Let's take a look what are the main light stable sunscreens ingredients:
1. DHHB (uvinul A plus) has weaker protection than BMDBM, but has strong stability and is a common ingredient in sunscreens.
2. BEMT (Tinosorb S, Bemotrizinol), an effective ingredient that protects the second stage of UVA. It has strong protection, but the ability to prevent ultraviolet rays after 370nm is poor, but ultraviolet rays after 370nm are usually considered to be an important cause of cumulative skin aging.
3. MBBT (Tinosorb M), anti-UVA in the whole, good protection effect in the second half (especially the ultraviolet band after 370nm), but the protection strength is weaker than BEMT. Therefore, the above two have their own advantages, and a good sunscreen is likely to appear together.