Airflow vibration of diaphragmatic breathing: model and demonstration using optical biosensor

Abstract

Optical fiber is increasingly popular and appreciated as a modern sensor technology in various sectors, one of which is for medical functions. This study was conducted to detect human diaphragmatic breathing flow using theoretical and experimental approaches. Initially, the lung model was formed using the finite element method and the Navier-Stokes equation by applying the principles of momentum and continuity. Furthermore, fiber Bragg grating (FBG) and single mode fiber (SMF) were experimentally designed with sinusoidal patterned macro-scale bending as a stretch sensor in a breathing belt applied to the diaphragm. The simulation model shows the airflow velocity increases up to 4 m/s when it flows into smaller branches. While the experimental results show that the largest power loss occurs at a buffer diameter of 0.8 cm. The power loss detected in SMF is a maximum of -0.18 dBm during inhalation and a minimum of -0.28 dBm during expiration. However, FBG bending is superior with high sensitivity.

An overview of emerging trends in robotics and automation

“…In situations where standard stiff robots would struggle, these robots, which are frequently constructed from materials that are soft and flexible, perform exceptionally well. There are a variety of applications for surgical robots, including soft grippers used in manufacturing and surgical robots that simulate the dexterity of human hands [18], [27], [30], [32]- [34].…”

Simplified Kinetic Model of Heart Pressure for Human Dynamical Blood Flow

“…Recent developments have seen the integration of mechanical function in cardiac simulation, making it an even more potent tool for understanding cardiac function from a fundamental science standpoint as well as for designing clinical remedies. Because of the various kinematic movements of blood flow, cardiovascular modeling is constantly evolving [1][2][3][4]. The heart undergoes several activities that involve complicated interactions between viscous incompressible fluids and deformable objects [5,6].…”