Loading
/custom-emojis/emojis/contour-map.png
Templates
📚
Articles & Resources
📖
Guides & Support
🌵
CalcTree
Estados de Vigas de Concreto
Bust Common Myths About Java Programming
Loading
/custom-emojis/emojis/calculator.png
Tensile Strength and Capacity Control of the W-Shape Sections According to AISC 360-16
Loading
/custom-emojis/emojis/calculator.png
Concrete Cylinder Strength Vs Cube Strength
Loading
/custom-emojis/emojis/calculator.png
Earthquake Design Action Calculation
Sıvılaşma Verileri Tablosu
Loading
/custom-emojis/emojis/rc-beam.png
Concrete Column Designer to AS3600
EM Wave Propagation Calculator
section properties with units
Forward Kinematics of Robotic Arm with 6 Degrees of Freedom
İKSA YAPILARI PROJELENDİRME HİZMET BEDELİ (2024)
GEOTEKNİK RAPOR (EK-B) ASGARİ HİZMET BEDELİ (2024)
ZEMİN İYİLEŞTİRME/DERİN TEMEL PROJELENDİRME ASGARİ HİZMET BEDELİ (2024) (İMO)
🚀
Projectile motion
Loading
/custom-emojis/emojis/bending-moment.png
Dezi et. al (2010)
🤾
Projectile motion
Péclet number (for heat transfer using Reynolds number)'s banner
/custom-emojis/emojis/calculator.png

Péclet number (for heat transfer using Reynolds number)

Calculation

Inputs



Re
:1.00



Pr
:1.00


Output



Pe
:1.00


Pe=Re×PrPe=Re\times Pr
Where:
  1. 
    
    is Reynolds number (dimensionless), which is the ratio of inertial forces to friction forces in a fluid flow. It's used to determine whether a flow is laminar or turbulent.
  2. 
    
    is Prandtl number (dimensionless), which is the ratio of two types of diffusion, momentum diffusion and thermal diffusion. The Prandtl number is the heat transfer analogue of the Schmidt number.
  3. 
    
    is Péclet number (dimensionless), which is the ratio of advection to diffusion in a fluid.

Typical values

Typical values for Reynolds and Prandtl numbers are provided below.
Typical values of Reynolds number for various animals moving through air or water (Source: Numerade)

Typical values of Prandtl number for various types of fluid (Source: Nuclear Power)