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Fluid Mechanics Pressure Instrumentation Pitot Tube Bernoulli

Static Pressure vs Dynamic Pressure vs Total Pressure

Learn the crucial differences between static, dynamic, and total pressure, and discover how Pitot tubes use them to measure fluid velocity.

Published
October 14, 2026
Reading Time
~3 Minutes
Author / Review
ChemProCal Editorial Board
📑 Table of Contents (Tap to view sections)

    The Three Pressures of Fluid Flow

    When measuring pressure in a moving fluid, what exactly are you measuring? The answer depends on how your gauge is oriented relative to the flow. According to Bernoulli's principle, the total energy of a flowing fluid at a given elevation is the sum of its internal pressure and its kinetic energy.

    This leads to three distinct definitions of pressure: Static, Dynamic, and Total (Stagnation) pressure.

    1. Static Pressure ($P_{static}$)

    Static pressure is the actual thermodynamic pressure of the fluid. It is the pressure that pushes outward uniformly in all directions, regardless of whether the fluid is moving or standing still.

    • How it acts: It pushes against the walls of the pipe, attempting to burst it.
    • How to measure it: A pressure tap drilled perfectly flush into the wall of the pipe (perpendicular to the flow) measures pure static pressure. The moving fluid simply glides past the tap without converting its kinetic energy into pressure.

    2. Dynamic Pressure ($P_{dynamic}$)

    Dynamic pressure (often called velocity pressure) is the kinetic energy of the fluid expressed in units of pressure. It represents the extra pressure that would be created if you forced the moving fluid to suddenly come to a complete halt.

    The formula for dynamic pressure is:

    $$ P_{dynamic} = \frac{1}{2} \rho v^2 $$

    Where:

    • $\rho$ = Fluid density ($kg/m^3$)
    • $v$ = Fluid velocity (m/s)

    Dynamic pressure cannot be measured directly on its own. It must be derived.

    3. Total Pressure / Stagnation Pressure ($P_{total}$)

    Total pressure is the sum of the static and dynamic pressures.

    $$ P_{total} = P_{static} + P_{dynamic} $$
    • How to measure it: You insert a tube into the pipe with its open opening facing directly into the oncoming flow. The fluid rams into the tube and is brought to a dead stop (stagnates). The kinetic energy is fully converted into pressure. The gauge on this tube will read the Total Pressure.

    Application: The Pitot Tube

    The relationship between these three pressures is the exact operating principle of the Pitot-Static Tube (invented by Henri Pitot), widely used to measure airplane speed and fluid flow in large ducts.

    A Pitot-Static tube has two ports:

    1. A front-facing hole that measures Total Pressure ($P_{total}$).
    2. Side-facing holes that measure Static Pressure ($P_{static}$).

    A differential pressure transmitter measures the difference between them:

    $$ \Delta P = P_{total} - P_{static} = P_{dynamic} = \frac{1}{2} \rho v^2 $$

    By knowing the density and rearranging the equation, the instrument instantly calculates the fluid velocity:

    $$ v = \sqrt{\frac{2 \Delta P}{\rho}} $$

    Try the Calculator

    Use the Pipe Hydraulics Calculator on this page to input your fluid density and pipe velocity. The calculator will instantly output the Dynamic Velocity Head ($P_{dynamic}$) in kPa!

    
    Apply This Fundamental

    Heat Exchanger Rating

    Apply this methodology directly in the ChemProCal calculator.

    Open Calculator →
    ⚡ Interactive Estimator

    Live Pipe Velocity & Dynamic Head Estimator

    Adjust parameters below to test the methodology equations in real time before running full simulations:

    Flow Velocity ($v$) 1.77 m/s
    Dynamic Velocity Head 1.57 kPa
    ✓ Optimal velocity (0.8 – 2.5 m/s): Complies with API RP 14E / Crane guidelines.

    Engineering Standards & Peer-Review Governance

    Authored & Verified by ChemProCal Editorial Board

    This engineering guide is built from first-principles transport phenomena, applied thermodynamics, and consensus international standards (API, ASME, ISA, GPSA, ISO). Governing equations are benchmark-validated against industrial process simulation models.

    Domain Heat Transfer
    Content Classification Theory
    Cite this technical guide:
    ChemProCal Engineering (2026). "Static Pressure vs Dynamic Pressure vs Total Pressure." ChemProCal Engineering Fundamentals. https://www.chemprocal.com/blog/static-dynamic-total-pressure/