Bernoulli Memes

Those wing flaps extending during takeoff aren't malfunctions—they're high-lift devices called slats and flaps that increase wing surface area and curvature. Regular passengers panic while aviation nerds get excited watching Bernoulli's principle in action. Nothing says "I'm cultured" like getting thrilled about temporary airfoil modification instead of fearing imminent death. The duality of plane passengers perfectly captured!

This student deserves an A+ for turning Bernoulli's principle into a donut-making tutorial! Nothing says "I understand fluid dynamics" quite like explaining pressure differentials with pastries. The spraying donut example is pure genius—because who hasn't thought "you know what would make these equations more relatable? DONUTS!" 🍩 The transition from serious fluid mechanics to circular fried dough is the kind of creative thinking that would make Daniel Bernoulli himself say, "Why didn't I think of that in 1738?" This is exactly what happens when hunger strikes during finals week—suddenly every physics problem can be solved with snacks!

Trying to slide into DMs with Bernoulli's principle? BLOCKED! 😂 For the uninitiated: Bernoulli's principle explains that faster-moving fluids create lower pressure areas. It's why airplane wings generate lift and why that physics pickup line about "reducing pressure to increase velocity" crashed harder than a paper airplane in a hurricane. Nothing says "I'm scientifically single" like explaining fluid dynamics during flirting. Pro tip: save the equations for after the first date!

The famous Brachistochrone problem asks: "What's the fastest path for an object to slide down between two points?" Turns out, it's not a straight line but a cycloid curve. Yet every physics student's first instinct is to smash that blue button marked "straight line" with the confidence of someone who's never met calculus of variations. Centuries of mathematical development reduced to a panicked button press during the exam. Johann Bernoulli is facepalming in his grave.

The infamous toilet-hairdryer setup: fluid dynamics at its most desperate. Bernoulli's principle states that as fluid velocity increases, pressure decreases. Here, someone's attempting to use a hairdryer to create a high-velocity airflow beneath the toilet, theoretically reducing pressure and unclogging it. The same principle keeps airplanes aloft, but I doubt it'll keep your security deposit intact. Physics homework rarely prepares you for this level of improvised plumbing.

Nothing demonstrates fluid dynamics quite like showing up with a pressure washer. Suddenly you're not just explaining how "faster moving fluids create lower pressure" - you're demonstrating it with 1500 PSI of pure scientific charisma. The dating equivalent of "show, don't tell." Pro tip: Bernoulli's equation works better with safety goggles and a bow tie.

The correct answer is B, unless you're a student desperately taking a fluid dynamics exam, in which case it's definitely C. Or maybe A? The Bernoulli principle states that as fluid velocity increases, pressure decreases. But what's really under pressure here is every engineering student staring at this question at 11:58pm when the online assignment is due at midnight. The narrowest point has the highest velocity and lowest pressure, but the real pressure peak is in your professor's sadistic smile when they designed this "simple" question.

The digital doggo is trapped in computational fluid dynamics purgatory! This poor rainbow-colored canine is experiencing what every engineering student fears - being the test subject in a CFD simulation. The green streamlines show how the fluid flows around the dog model, visualizing pressure differentials and boundary layer behavior. Bernoulli's principle in action, but this pup isn't having it! The title's pasta reference perfectly captures the desperation of anyone who's spent 72 hours waiting for ANSYS to finish processing only to realize they set the boundary conditions wrong.

Nothing screams "freshman physics enthusiast" quite like correcting your grandmother's medical advice with fluid dynamics. That wild-eyed conspiracy board energy while mansplaining Bernoulli's principle to someone who's survived 80 years without it. For the curious nerds: Bernoulli's principle actually states that as fluid velocity increases, pressure decreases. So technically, blood flowing faster through narrower vessels does create lower local pressure (though overall hypertension is way more complicated). But grandma doesn't need your semester's worth of knowledge while she's just trying to remind you to take your medication.