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International Journal of Creative and Open Research in Engineering and Management

A Peer-Reviewed, Open-Access International Journal Supporting Multidisciplinary Research, Digital Publishing Standards, DOI Registration, and Academic Indexing.
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ISSN: 3108-1754 (Online)
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License: CC BY 4.0
Peer Review: Double Blind
Volume 02, Issue 9

Published on: September 2026

FLUID DYNAMICS AS 1ST& 2ND ORDER DIFFERENTIAL EQUATIONS

Kaki Kishore T.Indulatha Dr.B.Venkateswarlu

Vikram Simhapuri University
DOI:https://doi.org/10.55041/ijcope.v2i9.163

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Abstract

The ratio and proportion concept will be upgraded to an equation in which the proportion will be replaced by proportionality constant. Also, the change in one variable in this equation influences the change in the other variable in certain proportion which is designated by the proportionality constant. This rate of change is with respect to the other is observed to be the derivative. Depending on this, the first order differential equation is created and the rate of change in already changing variable is treated as the second order derivative. For the first and second order derivatives and the suitable proportionality constants, two laws are taken as examples which are shown as differential equations and the 2nd order differential equation is solved to give a meaningful conclusion.

 

How to Cite this Paper

Kishore, K., T.Indulatha, & B.Venkateswarlu, (2026). Fluid Dynamics as 1st& 2nd Order Differential Equations. International Journal of Creative and Open Research in Engineering and Management, <i>02</i>(9), 1-9. https://doi.org/10.55041/ijcope.v2i9.163

Kishore, Kaki, et al.. "Fluid Dynamics as 1st& 2nd Order Differential Equations." International Journal of Creative and Open Research in Engineering and Management, vol. 02, no. 9, 2026, pp. 1-9. doi:https://doi.org/10.55041/ijcope.v2i9.163.

Kishore, Kaki, T.Indulatha, and B.Venkateswarlu. "Fluid Dynamics as 1st& 2nd Order Differential Equations." International Journal of Creative and Open Research in Engineering and Management 02, no. 9 (2026): 1-9. https://doi.org/https://doi.org/10.55041/ijcope.v2i9.163.

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References


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  • •Published on: Sep 22 2026
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