Resuspension Calculator


In today’s fast-paced world, having tools that simplify complex calculations is essential. One such tool is the Resuspension Calculator, a handy tool designed to accurately calculate resuspension rates. Whether you’re a scientist, engineer, or student, this calculator can assist you in understanding and predicting the resuspension of particles in various mediums.

How to Use

Using the Resuspension Calculator is straightforward. Enter the required parameters into the designated fields, click the “Calculate” button, and instantly obtain the calculated result.


The resuspension rate (R) can be calculated using the following formula:


  • C is the concentration of particles
  • A is the area of interest
  • V is the velocity of the fluid
  • T is the time duration

Example Solve

Suppose we have a concentration of particles (C) of 50 particles per cubic meter, an area (A) of 10 square meters, a fluid velocity (V) of 2 meters per second, and a time duration (T) of 5 seconds. Let’s calculate the resuspension rate:

R=200 particles per second

So, the resuspension rate is 200 particles per second.


Q: What units should I use for the inputs?
A: Ensure consistency in units throughout the calculation. For example, if the concentration is in particles per cubic meter, maintain the same unit for other parameters.

Q: Can this calculator be used for different mediums?
A: Yes, the Resuspension Calculator is versatile and can be used for various mediums as long as the inputs are appropriately defined.

Q: Is there any limitation to the range of values for the parameters?
A: While there are no strict limitations, ensure that the values entered are within a reasonable range to maintain accuracy.


The Resuspension Calculator is a valuable tool for anyone dealing with particle resuspension calculations. Its simplicity and accuracy make it indispensable for researchers, engineers, and students alike. By providing instant results, it streamlines the process of understanding and predicting particle resuspension in different environments.

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