Insects that tuck away wings; a protist with an accordion-like neck — studying these clever creases may inspire foldable structures for drones ...

🛒 Bottom Line: With the original set still retailing for $30 as of last week, this $11 price tag is a whole Prime Day steal.

Get ready to enhance your World of Warcraft experience with the easiest mount to obtain in the Dragonflight expansion! In this ultimate guide, uncover the secrets of acquiring the captivating ...

The first Public Test for the Hairy and Scary Update in Grounded 2 has arrived, bringing with it a new boss fight, various ...

Department of Materials, ETH Zurich, Vladimir-Prelog-Weg 5, 8093 Zurich, Switzerland Department of Chemical Engineering, California Institute of Technology, Pasadena, California 91125, United States ...

Shane Limbaugh (He/Him) is a Contributor from the US. While he hasn't been writing about games for very long he has certainly been playing them. His degree in Game Design and Criticism let him better ...

There is an imposing mollusk that roams the coastal oceans of the Philippines: the helmet snail, or Cassis cornuta. Growing to about the size of a volleyball, this snail resembles an ancient classic ...

Roseline Njeri, 48, a farmer at Mwea Irrigation Scheme, where golden apple snails have invaded farms, during the interview on September 15, 2025. Kemri and Israeli scientists are piloting a biocontrol ...

Layers of 13-million-year-old freshwater snail fossils at the Mae Moh site in Lampang Province, with a pen for scale showing the remarkable density and preservation of the ancient shells that form ...

To get a sense of Newcastle’s history, you need only look at its name. While there’s been a settlement here for around 2,000 years, ‘Newcastle’ dates back to the 11th century, when a Norman fortress ...

Creative Commons (CC): This is a Creative Commons license. Attribution (BY): Credit must be given to the creator. The analytical model and numerical calculations of donor fluorescence decay in the ...

Abstract: Nonlinear model of single-walled nanotube geometrically nonlinear oscillations is derived. The Sanders-Koiter nonlinear shell theory accounting nonlocal elasticity is basis of this model.