Technika wyrobu mydeł melt&pour (używany skrót - m&p) w dosłownym tłumaczeniu to „stopić i wlać” i dosłownie na tym polega ta technika. Jest to najprostsza technika wyrobu mydeł, których podstawowym składnikiem są
gotowe bazy mydlane. Są to bazy glicerynowe co oznacza, że mają w swoim składzie dodatek gliceryny co powoduje, że są delikatne i łagodne dla skóry a jednocześnie dobrze się pienią.
Pracy z bazami i sposoby topienia: ![](data:image/png;base64,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)
bazę pokrój w kostkę przed umieszczeniem w naczyniu do topienia. Taka forma pomaga w łatwiejszym jej roztapianiu.
![](data:image/png;base64,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)
bazę można topić w kąpieli wodnej tzn. na naczynie z wodą nakładamy drugie naczynie z bazą. Naczynie z wodą umieszczamy na źródle ciepła (kuchenka gazowe, indukcyjna itp.). Gotująca woda powoduje podgrzanie drugiego naczynia z bazą i stopniowe jej roztapianie. Należy uważać aby wody była odpowiednia ilość tak aby pod wpływem gotowanie nie przelewała się do naczynia z bazą. Bazę roztapiamy do temperatury 65-70ᵒC.
![](data:image/png;base64,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)
bazę można roztapiać w kuchence mikrofalowej pamiętając aby naczynie były dobrane odpowiednio do urządzenia. Kuchenkę ustawiamy na 50-70% mocy kuchenki. Jak to w praktyce wygląda: ja mam starego typu kuchenkę 900W, ustawiam ją na 70C i dosłownie baza roztapia mi się w kilka sekund ale czas zależy od ilości roztapianej bazy jednorazowo.
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)
przy topieniu pamiętaj o tym aby nie przegrzać bazy powyżej 75C i nie doprowadzić do zagotowania.
Pobierz ulotkę w .pdf