It’s time the complex world of Computational Fluid Dynamics is unravelled by the intuitive understanding of 4th paradigm of Science, Data Science, where, the mathematical logic, statistics , correlation between variables and parameters along with the domain knowledge are brought together in one place. By levereging the techniques of data analytics and machine learning algorithms,…

# Category: Learn Blogs

## The evolvement of Navier-Stokes Equation: Newton to Prandtl

The Navier-Stokes equation evolved over centuries of what we see today. Following is the chronological list of how the Navier-Stokes equation evolved in time: 17th century – 1687 – Newton (Mechanics, 3 laws of motion, Calculus(helped in the early concept of inviscid flow) 1738 – Bernoulli’s Equation – Pressure differential is the implied acceleration. 1740’s…

## Tensor – Basic Notation

Tensor calculus is an organized expression, which contains sophisticated geometric insights. Combines geometric and analytical perspectives. Enables use of the co-ordinate system without the loss of geometric insight. Provides a framework for establishing equations valid in all coordinate systems. Algorithmic. Provides a language that is concise and powerful. Based on a handful of operations. Summation…