Showing posts with label inertia. Show all posts
Showing posts with label inertia. Show all posts

Wednesday, 4 May 2022

Study about Relativistic Longitudinal and Transverse Mass Increase| Chapter 9 | New Trends in Physical Science Research Vol. 2

The goal of the study is to show that once the wave structure of the particles that make up the item is taken into account, the increased inertia of things travelling at Relativistic speeds can be properly explained using Classical Physics alone. I describe how Classical Physics ideas may be used to explain the Special Relativistic effect of mass gain that occurs within objects when they move at high speeds in this paper. My analysis takes into account the wave nature of condensed matter as well as energy/mass equivalency. A particle structure made up of three-dimensional standing waves represents the wave nature of particles. When this is done, the mass increase is entirely accounted for by the difference in the energy total of the component waves that make up a particle travelling at a rapid speed against those that make up a stationary particle. Furthermore, the object's inertia, or effective mass, is greater in the longitudinal direction than in the transverse direction due to the additional momentum of the wave components in the motion direction (the longitudinal direction) (orthogonal to the direction of motion). We may comprehend and see how and why a moving particle has distinct inertial mass in the longitudinal and transverse directions by modelling particles as three-dimensional Electromagnetic standing waves (using just Classical Physics).


Author(s) Details:

Declan Traill,
8 Leewarra Drive, Glen Waverley, Victoria 3150, Melbourne, Australia.

Please see the link here: https://stm.bookpi.org/NTPSR-V2/article/view/6621

Wednesday, 9 September 2020

Approximate Inertial Coordinate System Selections for Rotation Problems: The Gravitational Field of the Celestial Body Higher than the Object being Rotated: An Observational Study | Chapter 5 | New Insights into Physical Science Vol. 5

 

Selection of the coordinate system is essential for rotation problems. Otherwise, mistakes may occur
due to inaccurate measurement of angular speed. Approximate inertial coordinate system selections
for rotation problems should be the gravitational field of the celestial body higher than the object being
rotated: (1) the Earth fixed Cartesian coordinate system for normal rotation problem; (2) heliocentric -
a geocentric Cartesian coordinate system for satellites orbiting the Earth; (3) the Galaxy Heart -
heliocentric Cartesian coordinates for Earth's rotation around the Sun. In astrophysics, mass
calculation error and angular velocity measurement error lead to a black hole conjecture.

Author(s) Details

Zifeng Li
Petroleum Engineering Department, Yanshan University, Qinhuangdao 066004, Hebei, China.

View Book :-
https://bp.bookpi.org/index.php/bpi/catalog/book/245