Part number (Ns)

In the processing industry where      liquids are mixed,  shear stress is   one of the most important factors affecting the quality of the final product.    The shear coefficient (Ns)   serves as a quantitative measure of the intensity of the shear stress     .  This article discusses     the concept of the shear coefficient, its significance, calculation methods, and application      in various industries.

What is the part number (Ns)?

The part number is      a dimensionless parameter      :

  • It represents the relationship between shear force and inertial force      in a mixed system.

  •  It is defined as follows:      Ns = (γ̇ × D) / V

  • γ̇: shear rate (1/s)

  • D: Impeller diameter (m)

  • V: Linear speed of the fan (m/s)

The importance of downsizing in the industrial sector

  1. Quality control      of sensitive products (     cells     , polymers, proteins)

  2. Improving energy consumption      in hybrid systems

  3. Predicting the rheological behavior      of complex fluids

  4. Precise design     of    process equipment 

How to calculate the cutting time

1. Theoretical approach

NS = (D x H x D) / (60 x W)
  • N: Speed ​​(rpm)

  • D: Impeller diameter (m)

  • V: Linear velocity (m/s)

2. Experimental methods

  • Using      the rotation scale

  •    Application of Particle Image Velocimetry     (   PIV)  technology   

3. Computer-aided modeling of hydrodynamics

  • Flow field modeling

  • Analysis of shear stress distribution

Industrial applications of abbreviated numbers

1. Biotechnology industry

  • Cell culture     : The ideal value is 0.5–1.5.

  • Industrial fermentation     : nitrogen control to prevent cell damage

2. Polymer industry

  • Polymerization process     : Ns is normally 2-5

  • Connection establishment:     The importance of an     even Ns distribution

3. Food industry

  • Production of sauces and emulsions     : approx. 1-3 nanoseconds

  • Milk processing     : nitrogen control to maintain protein structure

Table with the ideal cutting time

industry Optimal range for Ns Effects of high nitrogen levels
biotechnology 0.5-1.5 Destruction of cells
polymer 2-5 Break the chains
Eat 1-3 Changes in taste and texture
pharmaceutical products 0.3-1.2 Decrease in biological activity

Factors that influence the number of units

  1. Fan properties      (type, diameter, speed)

  2. Rheological properties of liquids      (viscosity, non-Newtonian behavior)

  3. Geometry of the tank      (presence of partition walls,     aspect ratio)

  4. Operating conditions      (temperature and pressure)

CNC cutting solutions

  1. Adjust the rotation speed

  2. Change license type

  3. Improving tank design

  4. Use of viscosity-increasing additives

Problems and advanced solutions

Frequently Asked Questions

  • Destruction of sensitive   products

  • inefficient energy consumption

  • Uneven distribution of shear stress

New solutions

  • Use smart   variable speed fans

  • Using the Ns sensor

  • Developing Ns forecast models using machine learning

Finally

The part number (NS) is a powerful tool for the design    and optimization     of industrial mixing systems      . A clear understanding of this concept and its practical application can     improve production efficiency, increase product quality, and reduce operating costs.

Frequently Asked Questions

1. What is the difference between the number of cuts and the cutting speed?

The shear rate (γ̇) is a dimensionless parameter (1/s) and the  shear number  (Ns) is a dimensionless quantity that represents the force ratio.

2. How can the number of failures in the current system be measured?

Use rotary flow meters or flow visualization methods such as PIV.

3. Do all fluids have the same part number?

No, this number depends largely on the rheological properties of the fluid.

4. What are the risks of setting coin prices too high?

The molecular structure is destroyed, product quality decreases and energy consumption increases.

Keywords:      shear number, Newton, shear stress, synthetic mixture, fluid rheology, momentum, shear-sensitive process