2013Unpublished venueRequires access

On a New and Novel Solution to Einstein's Famous Twin Paradox Without Invoking Accelerations of the Travelling Twin (Paper I)

Golden Gadzirayi Nyambuya

Open publisher page 0 citations

Abstract

This is the first instalment in a four part series, the aim of the work being to introduce absolute motion into Einstein's Special Theory of Relativity (STR). In the traditional treatment of Einstein's famous twin paradox, it is argued that the stay at home twin will age more than the ``travelling twin and the asymmetry is attributed to the fact that the travelling twin's reference system is not an inertial reference system during the periods of acceleration and deceleration thus making it ``illegal for the ``travelling twin to use the STR in their reference system, hence ``resolving the paradox altogether. From within the domains, confines and provinces of Einstein's STR, we argue without considering the accelerations and decelerations, where we show that, indeed, it is the ``travelling twin that is younger at the point of reunion. This brings us to a point of admission that there is indeed a twin who really does the travelling and another that does t he staying at home. Hidden within the labyrinth of its seemingly coherent and consistent structure and fabric, does Einstein's STR imply absolute motion -- we ask? This is the question that we leave hanging in the mind of the reader. In the next reading, we propose a new version of the twin paradox, where the scenario is truly symmetric from either of the twin's reference systems -- we have coined this, the ``Symmetric Twin Paradox (STP). This version (STP) unearths an irretrievable contradiction hidden at the deepest and subtle level of Einstein's STR. It is shown that Einstein's STR is unable to resolve this irretrievable contradiction, even if the accelerations and decelerations are taken into. Not even Einstein's General Theory of Relativity can be brought to the rescue in the case of the STP. In our third instalment, we shall setforth a new version of the STR where absolute motion is permitted. This version solves the symmetric twin paradox and any known paradox of relativity. Lastly, we apply this new STR where absolute motion is permitted to experimental efforts that have been made to measure absolute motion. Most well trained physicists tend to ignore completely, readings purporting to go against Einstein's STR. We would like to persuade our reader to make a brief stop and consider for a minute, what we have to say in our four part series of readings.

About this research paper

What this paper is about

This is the first instalment in a four part series, the aim of the work being to introduce absolute motion into Einstein's Special Theory of Relativity (STR). In the traditional treatment of Einstein's famous twin paradox, it is argued that the stay at home twin will age more than the ``travelling twin and the asymmetry is attributed to the fact that the travelling twin's reference system is not an inertial reference system during the periods of acceleration and deceleration thus making it ``illegal for the ``travelling twin to use the STR in their reference system, hence ``resolving the paradox altogether. From within the domains, confines and provinces of Einstein's STR, we argue without considering the accelerations and decelerations, where we show that, indeed, it is the ``travelling twin that is younger at the point of reunion. This brings us to a point of admission that there is indeed a twin who really does the travelling and another that does t he staying at home. Hidden within the labyrinth of its seemingly coherent and consistent structure and fabric, does Einstein's STR imply absolute motion -- we ask? This is the question that we leave hanging in the mind of the reader. In the next reading, we propose a new version of the twin paradox, where the scenario is truly symmetric from either of the twin's reference systems -- we have coined this, the ``Symmetric Twin Paradox (STP). This version (STP) unearths an irretrievable contradiction hidden at the deepest and subtle level of Einstein's STR. It is shown that Einstein's STR is unable to resolve this irretrievable contradiction, even if the accelerations and decelerations are taken into. Not even Einstein's General Theory of Relativity can be brought to the rescue in the case of the STP. In our third instalment, we shall setforth a new version of the STR where absolute motion is permitted. This version solves the symmetric twin paradox and any known paradox of relativity. Lastly, we apply this new STR where absolute motion is permitted to experimental efforts that have been made to measure absolute motion. Most well trained physicists tend to ignore completely, readings purporting to go against Einstein's STR. We would like to persuade our reader to make a brief stop and consider for a minute, what we have to say in our four part series of readings.

Why it matters

A significance statement is not available in the OpenAlex record.

Key contribution

A contribution statement is not available in the OpenAlex record.

Method / approach

Method details are not available in the OpenAlex metadata.

Main findings

Findings are not separately available in the OpenAlex metadata.

Limitations

Limitations are not available in the OpenAlex metadata.

Applications

Application details are not available in the OpenAlex metadata.

Available abstract

This is the first instalment in a four part series, the aim of the work being to introduce absolute motion into Einstein's Special Theory of Relativity (STR). In the traditional treatment of Einstein's famous twin paradox, it is argued that the stay at home twin will age more than the ``travelling twin and the asymmetry is attributed to the fact that the travelling twin's reference system is not an inertial reference system during the periods of acceleration and deceleration thus making it ``illegal for the ``travelling twin to use the STR in their reference system, hence ``resolving the paradox altogether. From within the domains, confines and provinces of Einstein's STR, we argue without considering the accelerations and decelerations, where we show that, indeed, it is the ``travelling twin that is younger at the point of reunion. This brings us to a point of admission that there is indeed a twin who really does the travelling and another that does t he staying at home. Hidden within the labyrinth of its seemingly coherent and consistent structure and fabric, does Einstein's STR imply absolute motion -- we ask? This is the question that we leave hanging in the mind of the reader. In the next reading, we propose a new version of the twin paradox, where the scenario is truly symmetric from either of the twin's reference systems -- we have coined this, the ``Symmetric Twin Paradox (STP). This version (STP) unearths an irretrievable contradiction hidden at the deepest and subtle level of Einstein's STR. It is shown that Einstein's STR is unable to resolve this irretrievable contradiction, even if the accelerations and decelerations are taken into. Not even Einstein's General Theory of Relativity can be brought to the rescue in the case of the STP. In our third instalment, we shall setforth a new version of the STR where absolute motion is permitted. This version solves the symmetric twin paradox and any known paradox of relativity. Lastly, we apply this new STR where absolute motion is permitted to experimental efforts that have been made to measure absolute motion. Most well trained physicists tend to ignore completely, readings purporting to go against Einstein's STR. We would like to persuade our reader to make a brief stop and consider for a minute, what we have to say in our four part series of readings.

Key concepts: Twin paradox, Einstein, Contradiction, Motion (physics), Physics, Point (geometry), Theoretical physics, Mathematical economics

Related papers

Back to paper searchBrowse research topicsOriginal source
On a New and Novel Solution to Einstein's Famous Twin Paradox Without Invoking Accelerations of the Travelling Twin (Paper I) — Research Paper | ScholarLens