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A simple visualization of Fluid efficiency Like a server, the same function instance can deal with multiple in-flight requests. Great for '↻ Thinking' LLMs. This is not a 'demo'. It's backed by real Fluid functions that report back their UUIDs (at 75% less cost.)

Guillermo Rauch

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36,096 views • 1 year ago •via X (Twitter)

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Bernoulli's Principle It’s a key idea in fluid dynamics named after Daniel Bernoulli. In simple terms: For a fluid flowing smoothly, an increase in the fluid’s speed happens at the same time as a decrease in pressure or a decrease in the fluid’s potential energy. Where: - P = pressure in the fluid - ρ = fluid density - v = flow velocity - g = acceleration due to gravity - h = height above a reference point Bernoulli's Principle basically says that for a fluid that's flowing smoothly, when its speed goes up, its pressure goes down. Think of it like this: fast-moving air or water pushes less sideways than slow-moving air or water. The energy in the fluid stays the same overall, but it shifts between motion, pressure, and height. That's why an airplane wing creates lift. The air moves faster over the curved top of the wing than underneath, so the pressure on top is lower. The higher pressure below pushes the wing up.

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CSS Clamp function 🌟 -> clamp() is a function in CSS that provides a concise way for combining both the min() and max() functions. ⚠ Note: This can be achieved by this also - min(100px, max(50%, 200px))

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Even though this curve is sin(pi-theta), it looks exactly like the function sin(theta)…this is not a coincidence at all. The way the sine curve looks is exactly the same way this curve looks, and therefore we can conclude that sin(pi-theta)=sin(theta) (al

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