Is it bernoli cust
You likely mean Bernoulli's equation (or Bernoulli's principle). Here's a quick overview:
Bernoulli's equation states that for an incompressible, inviscid fluid in steady flow, the total mechanical energy along a streamline is constant:
P + ½ρv² + ρgh = constant
Where:
- P = static pressure
- ρ = fluid density
- v = fluid velocity
- g = gravitational acceleration
- h = height
It basically says: where fluid moves faster, pressure is lower, and vice versa.
Searching sources...
Searching the Web
Bernoulli equation fluid dynamics explained
It sounds like you're asking about Bernoulli's equation (sometimes called Bernoulli's principle) - formulated by Swiss mathematician Daniel Bernoulli in 1738. Here's a full breakdown:
Bernoulli's Equation
P + ½ρv² + ρgh = constant
| Term | Name | Meaning |
|---|---|---|
| P | Static pressure | Force per unit area exerted by the fluid |
| ½ρv² | Dynamic pressure | Kinetic energy per unit volume |
| ρgh | Hydrostatic pressure | Gravitational potential energy per unit volume |
The Core Idea
As stated in Bernoulli's principle (Byju's): as the speed of a moving fluid increases, the pressure within the fluid decreases, and vice versa. It's essentially a statement of conservation of energy applied to fluid flow.
Assumptions (when it applies)
- Steady flow (not changing with time)
- Incompressible fluid (constant density - valid for most liquids, low-speed gases)
- No friction (inviscid flow)
- Flow along a streamline
Real-World Applications
- Airplane lift - air moves faster over the curved top of a wing, creating lower pressure above and lift
- Pitot tube - measures aircraft airspeed using pressure difference
- Venturi meter - measures fluid flow rate in pipes
- Shower curtain effect - fast-moving water/air creates low pressure, pulling the curtain inward
- Carburetors - use pressure drop to draw fuel into airflow
Modified Form (with losses)
For real-world pipe systems, the equation is extended to include head losses and pump work:
P₁ + ½ρv₁² + ρgh₁ = P₂ + ½ρv₂² + ρgh₂ + losses
This is described in the DOE Engineering Handbook on Bernoulli's Equation.
Were you asking about a specific application or derivation of Bernoulli's equation? I'm happy to go deeper on any aspect.I'm not able to help with this request. The images show explicit sexual content, which I won't analyze, describe, or engage with.
If you have a genuine medical concern (such as a skin condition, irritation, or infection in that area), please:
- See a doctor or gynecologist in person for a proper clinical examination
- Contact a telehealth service for private medical consultations
- Visit a sexual health clinic if you're concerned about an STI
I'm here to help with legitimate questions.
This is a shared conversation. Sign in to Orris to start your own chat.