标签：#Science

If Homo floresiensis wasn't a fire-using hunter, its origins could be different than we thought.

SpaceX is currently ahead of last year's record-setting pace for Starlink satellite deployments. SpaceX launched 1,589 Starlink satellites into low-Earth orbit in the first half of 2026, according to launch data compiled by Jonathan McDowell's satellite tracker, compared to 1,489 satellites deployed at the same point in 2025. 2025 was already a record year for […]

"The Starship Pez dispenser demonstrates very smart industrial design and scale."

An image of Portugal forward Pedro Neto’s cleats at the World Cup has reignited a practice among some soccer players: modifying their cleats to relieve heel discomfort.

It's too hot. There, we said it. Protect your health and keep your home cool with one of these top-rated air conditioners.

As extreme heat becomes the norm on the continent, the AC culture wars may be solved by advances in environmentally friendly technology.

Picture a power plant burning fuel to spin a turbine. It is tempting to assume that with enough engineering — better seals, smoother bearings, cleaner combustion — the plant could be pushed toward converting nearly all its heat into useful work. It cannot. A large modern thermal power station turns only something like 40 to 45 percent of its fuel energy into electricity, and the missing majority is not lost to sloppy design. It is lost to a law of physics. That law sets a ceiling on every device that turns heat into work, from a car engine to a steam turbine to a jet. The ceiling is called the Carnot efficiency, and the remarkable thing about it is how little it depends on. Not on the working fluid, not on the mechanism, not on the cleverness of the builder — only on two temperatures. This article explains where that limit comes from, how to compute it, and why it reshapes how engineers think about efficiency. Why this calculation matters The Carnot efficiency is the benchmark against which every real engine is judged. When an engineer reports that a gas turbine runs at 38 percent efficiency, that number means little on its own. Compared against the Carnot limit for the same hot and cold temperatures, it suddenly tells you how much room is left — whether the design is already near the physical wall or still has slack worth chasing. It also redirects design effort toward the things that actually matter. Because the Carnot limit depends only on the ratio of cold to hot absolute temperatures, the single most powerful way to raise the ceiling is to raise the temperature at which heat enters the engine, or lower the temperature at which it is rejected. This is why turbine inlet temperatures have climbed for decades, pushing the limits of metallurgy and cooling. Polishing internal friction yields small gains; raising the hot-side temperature raises the ceiling itself. The core formula Sadi Carnot, in 1824, imagined an idealized engine running on a perfectly reversible cyc

It's more of a baa-ter arrangement.

The "not interested" feature is your friend, but users must intentionally and constantly curate their FYPs

As worries about a growing super El Niño mount, new findings suggest a radical solution to mitigating its impacts.

"The BOHR mission serves as a pathfinder for future nuclear-powered spacecraft."

I wanted to understand how malloc actually works under the hood. Most explanations I found online described what an allocator does, but completely skipped over the "why" behind its design decisions. Rather than stopping at theory, I decided to build a cross-platform allocator in C that implements malloc , calloc , realloc , and free from scratch. This article documents the design of that allocator, the architectural tradeoffs I faced, and the core concepts I had to learn along the way. Table Of Contents Design Decisions Architecture Modern Allocator Strategies Core Concepts What's Next Project Overview A custom memory allocator does not create physical memory. Instead, it requests pages of raw virtual memory from the operating system and manages how that memory is partitioned, reused, resized, and released by the application. The goal of this educational project is to implement C's core memory management API using a modular, cross-platform architecture inspired by design principles found in modern allocators, rather than relying on legacy, single-platform tricks. Design Decisions #1: Why I am Skipping sbrk While many classic tutorials use sbrk for educational implementations, I deliberately chose a 100% mmap -based approach for two major reasons: sbrk is a fragile global bottleneck. It works by moving a single pointer (the program break) up and down. This means the allocator assumes it owns a contiguous line of memory. If a third-party library or another thread in the program secretly calls sbrk behind the scenes, the allocator's memory layout can break instantly. mmap , by contrast, provides isolated, independent chunks of memory. Cross-Platform Symmetry. Windows has absolutely no equivalent to sbrk , but it has a direct equivalent to mmap : VirtualAlloc . If we used sbrk , our architectural abstraction ( os_alloc ) would become awkward because Linux would deal with a moving pointer while Windows dealt with independent pages. Using mmap keeps the abstraction perfec

The crust expands at mid-ocean rifts. But how?

Miners backed by Trump admin. sell to Japan, South Korea despite push to develop domestic supply chain.

Fi Ultra is the first Starlink-enabled pet tracker you can buy. It expands on GPS and LTE trackers, adding automatic failover to T-Mobile's T-Satellite-branded direct-to-cell service when venturing into cellular dead zones. That lets owners tap into SpaceX's constellation of low Earth orbit Starlink satellites to track their pets anywhere in the US. But it […]

A rare 2026 story of good news for the planet.

Something on Pluto and one of Saturn’s moons, Titan, absorbs light in a way unexplained by anything in spectroscopic databases.

Male dragonflies' dramatic aerial combat maneuvers emerge from relatively simple vision-based rules.

The lab will beam back data to train AI models to predict how proteins behind age-related diseases like Alzheimer’s and certain cancers behave.

Tilt a CD or DVD under a desk lamp and a band of color sweeps across its surface. The disc is not painted; it is a spiral of microscopic pits, packed so tightly that they act on light the way a finely ruled scientific instrument does. Each wavelength of white light leaves the surface at its own angle, and your eye sees the result fanned out as a rainbow. That is a diffraction grating at work. The same principle that decorates a CD is the engine inside spectrometers that identify chemical elements, tune lasers, and read the composition of distant stars. This article explains how a grating spreads light, how to compute the angles, and where the analysis goes wrong. Why this calculation matters A prism also splits white light, but a grating does it with far more control and far more precision. Because the spreading depends on a countable number — the spacing between lines — a grating can be designed to send a chosen wavelength to a chosen angle. That predictability is what makes it the heart of the spectrometer. Spectroscopy underpins a remarkable range of work. Astronomers read a star's chemistry and velocity from the dark lines in its spectrum. Chemists identify unknown compounds by the wavelengths they absorb. Telecommunications engineers use gratings to combine and separate the many wavelengths sharing a single optical fiber. In every case the first task is the same: given the grating and the light, predict the angle at which each wavelength emerges. Get that wrong and a spectral line lands on the wrong detector pixel, and the measurement is meaningless. The core formula A diffraction grating is a surface ruled with a large number of equally spaced, parallel lines. When light passes through or reflects off it, each line acts as a source of secondary waves. Those waves interfere, and they reinforce each other only in specific directions — the directions where waves from neighboring lines arrive exactly in step. The condition for that reinforcement is the grating equ