İnsanoğlu var olduğu günden beri beslenme, sığınma ve korunma gibi temel ihtiyaçları karşılamak amacıyla sürekli bir arayış içerisine girmiştir. Yaşamlarını daha kolay hale getirmek için girilen bu arayış, yüzyıllar boyunca farklı uygarlıklar doğada elde ettikleri ham maddeleri işleyebilmeyi öğrenmiş günlük kullanıma yönelik çeşitli ürünler ortaya çıkarmışlardır. İlk başlarda yiyeceğini saklama...

Glazes on ceramics provide a durable finish as well protective layer, impervious, sanitary, and generally easily cleaned surface, have the advantage of having very wide spectrum colors. As result, color has lot variability, luminosity permanence. This method coating is suitable for products that are not too big smooth can be done quickly such plating coffee mugs, cups or bowls. Putting product ...

Abstract Providing garden water sources (e.g., ponds, bird baths) has become a popular and strongly promoted form of wildlife-friendly gardening, yet evidence their use by animals is scarce limited to few taxa source types. We examined the prevalence, variety potential value animal wildlife supplementary provided within gardens Hertfordshire, United Kingdom, using an online questionnaire field ...

Single-use packaging is one of the biggest contributors to plastic waste, and reuse has been identified as a key strategy reduce such waste. However, reusable containers typically become worn, which may influence how consumers think feel about reuse. The present research explored whether evaluations takeaway food service changed depending on appearance container. Two studies were conducted (usi...

Plastics are one of the most important technical materials at present, yet they associated with a whole series environmental problems such as micro-and nanoplastics or their plasticizers, which have become increasingly relevant in recent years. While there many studies that focus on microplastics (MPs) introduced into human body through commercially produced food, nearly none consider MPs we in...

In this paper, we classify all noncollapsed singularity models for the mean curvature flow of 3-dimensional hypersurfaces in $\mathbb{R}^4$ or more generally $4$-manifolds. Specifically, prove that every translating hypersurface is either $\mathbb{R}\times$2d-bowl, a 3d round bowl, belongs to one-parameter family oval bowls constructed by Hoffman-Ilmanen-Martin-White.