Bayesian Inference of Volume Fraction of Vapor Formed During Nucleate Boiling Phenomenon of Water Undergoing Phase Change over Two Heated Cylinders in Tandem Arrangement
Author(s):
Manjunath S V, S. K. Maharana, Abdul Sharief
Keywords:
Bayesian Inference, Film Boiling, k-ε Turbulence Model, RANS, Volume Fraction.
Abstract
Fluid flow and heat transfer phenomena through cylinders are common in fluid dynamics. Fluid flow interaction, vortex dynamics, interferences in flow and engineering applications such as compact heat exchangers, nuclear reactor fuel rods and hot-wire anemometry are of major research interest . The main objective is to determine the conditional probability of VF forming around a heated cylinder's surface while it is submerged in water. The flow is calculated using the RANS equations. In the dataset of VF, Bayesian inference was utilized to calculate the prior, likelihood, and posterior probabilities for a given condition. A new value of probability is substituted for the VF at a given region around the heated cylinder. As a result, it's fascinating to observe how Bayesian inference performs on a multivariate dataset. The validity of the findings is made against the literature. The nucleate boiling phenomenon that originates at the surface of a heated cylinder is significantly influenced by cylinder rotation. Using a sample collected using Markov Chain Monte Carlo and Variational Inference methods; the inference methodology was able to detect a statistically significant difference of 0.4 between the means of VFs when the cylinder is at rest and when the same cylinder is rotating.
Article Details
Unique Paper ID: 154832

Publication Volume & Issue: Volume 8, Issue 12

Page(s): 411 - 418
Article Preview & Download


Share This Article

Conference Alert

NCSST-2023

AICTE Sponsored National Conference on Smart Systems and Technologies

Last Date: 25th November 2023

SWEC- Management

LATEST INNOVATION’S AND FUTURE TRENDS IN MANAGEMENT

Last Date: 7th November 2023

Go To Issue



Call For Paper

Volume 10 Issue 1

Last Date for paper submitting for March Issue is 25 June 2023

About Us

IJIRT.org enables door in research by providing high quality research articles in open access market.

Send us any query related to your research on editor@ijirt.org

Social Media

Google Verified Reviews