Name: pitot-static measurement in bernoulli flow
Uploaded: 2026-01-30T03:08:30.000Z
Duration: 1 min 24 s
Channel: JoVE

El principio de Bernoulli establece que la presión total permanece constante a lo largo de una línea de corriente en un sistema de fluidos y es la suma de las presiones de energía estática, dinámica y potencial.
La presión estática es la fuerza ejercida por un fluido en reposo, comúnmente observada en tuberías y sistemas de suministro de agua.
Depende de la altura y densidad del fluido y actúa perpendicular a la superficie en contacto con el fluido.
La presión dinámica está relacionada con la velocidad del fluido y representa la energía debida al movimiento.
Es crucial en el diseño de sistemas que involucran fluidos de movimiento rápido, como el drenaje de aguas pluviales o los canales fluviales de alta velocidad.
La presión de estancamiento se produce cuando el fluido se detiene, combinando presiones estáticas y dinámicas.
Se mide en puntos de estancamiento, como las superficies de las presas o las palas de las turbinas, donde la velocidad del fluido se reduce a cero.
Comprender el equilibrio de las presiones estáticas, dinámicas y de estancamiento ayuda a gestionar los cambios de presión y energía en los sistemas de fluidos.
Estas presiones se miden utilizando dispositivos como los tubos estáticos de Pitot, fundamentales para los cálculos de la velocidad del aire y el flujo de fluidos en diversas aplicaciones de ingeniería civil.

presión estática, estancada, dinámica y total

El concepto de presión estática, estancada, dinámica y total es fundamental en la dinámica de fluidos y suele explicarse mediante la ecuación de Bernoulli:

<img alt="Equation 1" src="/files/ftp_upload/18036/18036_Equation_1.svg" style="text-align: center; height: 26px;" />

Aquí, p es la presión estática, 1/2⍴V2 es la presión dinámica, γz es la presión hidrostática o presión de energía potencial y pT es la presión total, constante a lo largo de una línea de corriente para flujos incompresibles.

1. Presión estática (p): es la presión ejercida por un fluido en reposo o como si el fluido que fluye se detuviera en la dirección del movimiento. Se mide utilizando una sonda insertada en el flujo o mediante un tubo piezómetro.

2. Presión dinámica (1/2⍴V2): representa el aumento de presión debido a la velocidad del fluido. Puede interpretarse como la energía cinética por unidad de volumen del fluido.

3. Presión de estancamiento (ps): es la suma de las presiones estática y dinámica en un punto de estancamiento, donde la velocidad del fluido se vuelve cero:

<img alt="Equation 2" src="/files/ftp_upload/18036/18036_Equation_2.svg" style="text-align: center; height: 26px;" />

4. Presión total (pT): es la suma de las presiones estática, dinámica e hidrostática. A lo largo de una línea de corriente:

Un tubo Pitot estático mide la presión de estancamiento (ps) y la presión estática (p). Al calcular la diferencia, se puede determinar la velocidad del fluido:

<img alt="Equation 3" src="/files/ftp_upload/18036/18036_Equation_3.svg" style="text-align: center; height: 34px;" />

En aplicaciones como la medición de la velocidad del aire en la aviación, es fundamental garantizar la alineación y la colocación precisas del tubo Pitot estático. La desalineación o el bloqueo pueden generar lecturas erróneas, lo que afecta la seguridad operativa.

Presión estática, estancada, dinámica y total

El principio de Bernoulli establece que la presión total permanece constante a lo largo de una línea de corriente en un sistema de fluidos y es la suma de los factores estáticos, dinámicos y ...

static-stagnation-dynamic-and-total-pressure

Education

Educación

JoVE Core

Civil Engineering

Ingeniería Civil

Unit 1

Unidad 1

Fluid Dynamics

Dinámica de fluidos

KEY TERMS AND CONCEPTS

TÉRMINOS Y CONCEPTOS CLAVE

Static, Stagnation, Dynamic and Total Pressure

pitot-static measurement in bernoulli flow

Static pressure, dynamic pressure, stagnation pressure, and total pressure are key ideas in fluid dynamics. They are often explained with Bernoulli's equation. In that equation, p is static pressure, 1/2ρV^2 is dynamic pressure, γz is hydrostatic pressure or potential energy pressure, and pT is total pressure. For incompressible flow, the total pressure stays constant along a streamline.

Static pressure is the pressure a fluid exerts when it is at rest, or when flowing fluid is brought to rest in the direction of motion. It can be measured with a probe placed in the flow or with a piezometer tube. Dynamic pressure comes from the fluid's speed. It represents the pressure rise due to motion, and it can also be viewed as the kinetic energy per unit volume of the fluid.

Stagnation pressure is the pressure at a stagnation point, where the fluid velocity becomes zero. It equals the sum of static pressure and dynamic pressure. Total pressure includes static, dynamic, and hydrostatic pressure. Along a streamline, this total remains constant for incompressible flow.

A Pitot-static tube measures stagnation pressure and static pressure. The difference between these two readings can be used to determine fluid velocity. This measurement is important in applications such as airspeed sensing in aviation. For accurate results, the Pitot-static tube must be aligned and placed correctly, because misalignment or blockage can produce incorrect readings and affect safety.

Pitot-Static Measurement in Bernoulli Flow

pitot-static-measurement-in-bernoulli-flow

bernoulli's equation for flow along a streamline

bernoulli-s-equation-for-flow-along-a-streamline

Pressure and Speed in Bernoulli's Equation

Bernoulli's equation links pressure, speed, and height in a moving fluid along a streamline. It is used for incompressible, inviscid fluids under steady flow. The idea comes from applying Newton's second law to a small fluid element. That element feels forces from pressure differences, gravity, and changes in velocity. The resulting equation shows how fluid energy is shared. In the equation, P is pressure, ρ is fluid density, v is velocity, g is the acceleration due to gravity, and h is...

bernoulli's equation for flow normal to a streamline

bernoulli-s-equation-for-flow-normal-to-a-streamline

Pressure Changes Across Curved Streamlines

Bernoulli's equation for flow normal to a streamline describes how pressure changes across curved streamlines. When a fluid follows a curved path, the outer side of the curve experiences centrifugal force, which pushes the fluid outward. The pressure is therefore higher on the inner side, near the center of curvature, and lower farther out. The size of this pressure difference depends on the fluid's velocity and the radius of curvature. In flows with nearly straight streamlines, the pressure...

bernoulli's equation: problem solving

Venturi Meter Flow Rate from Pressure

A Venturi meter measures fluid flow rate in a pipeline by using pressure changes and Bernoulli's equation. In a sewage system, it can be used to determine wastewater flow rate by reading the pressure difference across the meter. The narrowed throat makes the fluid speed up, and that change in speed is linked to pressure drop. The first step is to find the cross-sectional areas of the pipe and the Venturi throat. These areas are needed to interpret the pressure difference shown on the pressure...

static, stagnation, dynamic and total pressure

Static pressure, dynamic pressure, stagnation pressure, and total pressure are key ideas in fluid dynamics. They are often explained with Bernoulli's equation. In that equation, p is static pressure, 1/2ρV^2 is dynamic pressure, γz is hydrostatic pressure or potential energy pressure, and pT is total pressure. For incompressible flow, the total pressure stays constant along a streamline. Static pressure is the pressure a fluid exerts when it is at rest, or when flowing fluid is brought to rest...

free jet

Liquid Speed from Reservoir Outlets

Free jets show how liquid moves after leaving a reservoir through an opening and flowing into the air without resistance. The jet speed is found with Bernoulli’s principle, and it depends on the height of liquid above the opening. This relationship assumes atmospheric pressure at both the reservoir surface and the jet exit. The liquid column’s height controls the speed at the nozzle because the fluid’s potential energy changes into kinetic energy during flow. As the liquid leaves the...

continuity equation

Fluid Flow and Area Changes

Fluid flow and area changes are linked by the continuity equation. For a steady flow of an incompressible fluid in a confined system, the mass flow rate stays constant. This idea is useful in nozzles, syringes, and pipes where the cross-sectional area changes. The mass flow rate is written as an equation that connects density, area, and velocity. For incompressible flow, the density stays the same, so the equation becomes simpler. When the area gets smaller, the fluid speed must increase. When...

energy line and hydraulic gradient line

Fluid Head Profiles in Pipes and Channels

Fluid head profiles in pipes and channels show how pressure, speed, and height change in a flowing fluid. These profiles come from Bernoulli's equation for steady, incompressible, inviscid flow. In that equation, total head includes pressure head, velocity head, and elevation head. The energy line (EL) shows the total head available in the flow. It sits above the datum and includes all three energy parts. Under ideal conditions, the EL stays horizontal because the total energy does not change...

design example: designing water slide

Water Slide Speed and Bernoulli's Principle

Water slide speed is controlled by Bernoulli's principle and the height of the slide. Engineers use these ideas to keep the ride exciting while making sure the water stays safe for riders. As water moves downhill, gravity makes it speed up. The water at the bottom depends on the height it starts from. A taller slide gives the water more potential energy at the top. That energy changes into kinetic energy as the water descends, so the flow becomes faster. Bernoulli's principle helps describe...

key terms and concepts

Learn how static, dynamic, stagnation, and total pressure relate to Bernoulli's equation and how a Pitot-static tube can be used to measure flow speed.

Pitot-Static Measurement in Bernoulli Flow | JoVE K12

JoVE Core Civil Engineering provides a foundational exploration of essential construction materials in civil engineering, focusing on bricks, stones, steel, wood, and concrete through easy-to-understand animated videos. This collection covers the properties, manufacturing processes, and practical applications of these materials. Additionally, the accompanied science-in-action videos demonstrate the research experiments performed in laboratories.

civil engineering

Pitot-Static Measurement in Bernoulli Flow

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