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Technology

  • AI unlocking the secrets of ancient manuscripts

    AI unlocking the secrets of ancient manuscripts

    Artificial intelligence (AI) is revolutionizing the study of ancient texts, enabling scholars to decipher and interpret manuscripts that were previously unreadable due to damage or degradation.By employing machine learning algorithms, researchers can reconstruct missing parts of texts, enhance faded writings, and even predict the original content of fragmented manuscripts. One notable example is the use…

  • Early days of FEA

    Early days of FEA

    During the 1940s, the world was embroiled in World War II, and the demands for more advanced and efficient aircraft surged. Aircraft engineering faced challenges due to the increasing complexity of designs, as manufacturers aimed to build planes that were lighter, faster, and more durable. This pressure led to the development and early application of…

  • Cavitation effect in concrete

    Cavitation effect in concrete

    Cavitation is a physical process that leads to surface pitting caused by the collapse of vapour bubbles, which results in a sudden rise in local pressure. In this article, we explore how this phenomenon can damage concrete. Damages by cavitation Cavitation can damage the concrete in the following ways: Shock Waves Generated by Bubble Implosion:…

  • Science of engineering tapes

    Science of engineering tapes

    When one thinks about tapes, one might imagine a simple roll of something sticky. But dive into the aisles of a hardware store, and you’ll find a world of tapes with unique powers—some strong enough to fix a broken car bumper, others designed to hold up in the rain, and some even with colours and…

  • Impact of finite element analysis

    Impact of finite element analysis

    Finite Element Analysis (FEA) has become a cornerstone in modern engineering, evolving from its humble origins into an advanced computational technique that touches virtually every aspect of structural, mechanical, and material engineering. Its development traces back to the mid-20th century, born out of the need for more accurate solutions to complex engineering problems that could…

  • Hiding text in notepad

    Ever thought of writing a letter or storing your passwords in a way that only you can access? I found this cool trick and thought you’d love it too! Just follow these steps: Open the command prompt Start->Run type cmd Move to any destination for example let us assume C:\> drive Type the below code…

  • A note in abacus

    A note in abacus

    There are several types of abacuses (or abaci) used throughout history and across different cultures. The most popular ones are from China, but there are other abacus that were developed independently. This article gives glimpse of some of the popular abacus. Types of abacus 1. Chinese Abacus (Suanpan) The Suanpan typically has 2 beads on…

  • The driver may be corrupted or missing. (Error Code 39)

    The driver may be corrupted or missing. (Error Code 39)

    My usb suddenly died. For a week I was in mess. I couldn’t connect my pendrive or any other instrument that were using usb for connections. At first i thought it was a hardware problem. But damn it was a minor problem in registry. The error code gets displayed in the device manager showing exclamation…

  • Most efficient trapezoidal section for flow propagation

    Most efficient trapezoidal section for flow propagation

    Calculating the most efficient trapezoidal section of a canal is crucial for optimizing water flow and minimizing the construction cost. A trapezoidal canal section, characterized by its trapezoidal shape, allows for controlled flow and effective sediment transport. The most efficient trapezoidal section of canal can be calculated as follows Let, Base width of the canal=B…

  • Centroid of trapezoidal shape

    Centroid of trapezoidal shape

    The centroid of the trapezoidal with its one face perpendicular is given be $$ X=-1/3* {(-2b^2-2*a*b+a^2)/(a+b)}$$ $$Y=1/3 *h* (b+2*a)/(a+b)$$ Where a, b, h and origin is as shown in the figure below. Similarly, the centroid of any trapezoidal that does not have perpendicular face is given by $$x= 1/3*(3a*b+3*b*c+b^2+6*a*c+3*a^2+2*c^2)/(b+2a+c)$$ $$y=1/3* h* (b+3*a+c)/(b+2*a+c)$$ Where a, b…