Demetris Nicolaides on Muck Rack

Demetris Nicolaides

As seen in: OUPblog, MDPI, Taylor & Francis Online
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Articles

Printability, engineering properties and environmental implications of 3D-printed cementitious mortars incorporating hydrated lime, tile powder and accelerator

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By Ece Ozturk, Yuri Borgianni, Demetris Nicolaides, Ceren Ince
| Taylor & Francis Online
Abstract 3D printing offers transformative potential in construction, yet optimising the performance of cementitious materials before and after extrusion remains a critical challenge. This study presents a performance-based mix design framework targeting extrudability, buildability, and layer stability, while evaluating the individual and combined effects of cement (C), hydrated lime (L), recycled tile powder (T), and chemical accelerators (A).
Open in Who Shared Issue with article?

Enhancing Structural Capacity Assessment with a Novel Failure Decision Function for Rectangular Reinforced Concrete Columns

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By Petros Christou, Marios Charalambides, Demetris Nicolaides, Georgios Xekalakis
| MDPI
All articles published by MDPI are made immediately available worldwide under an open access license. No special permission is required to reuse all or part of the article published by MDPI, including figures and tables. For articles published under an open access Creative Common CC BY license, any part of the article may be reused without permission provided that the original article is clearly cited. For more information, please refer to https://www.mdpi.com/openaccess.
Open in Who Shared View Duplicates (209) Issue with article?

Is motion an illusion of the senses?

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By Demetris Nicolaides
| OUPblog
According to Aristotle, Zeno of Elea (ca. 490 – ca. 430 BCE) said, “Nothing moves because what is traveling must first reach the half-way point before it reaches the end.” One interpretation of the paradox is this. To begin a trip of a certain distance (say 1 meter), a traveler must travel the first half of it (the first 1/2 m), but before he does that he must travel half of the first half (1/4 m), and in fact half of that (1/8 m), ad infinitum.
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