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PRINCIPLE OF YIN-YANG COMPLEMENTARITY IN AEROSPACE SCIENCES

Virgil Stanciu, Cristina PAVEL

Published May 1, 2014• 0 citations
OpenAlex

Abstract

This paper is a transdisciplinary field that combines, harmoniously, the principle of complementarity introduced by the great physicist Niels Bohr in quantum mechanics and the ancient Chinese philosophy, whose essence is "Diagram of the Supreme Ultimate". The allegations are supported by religious, quantum and geometry arguments. Defined concepts of di-mension, coordinate system and specific concepts as: perpendicular in geometry, orthogonal in mathematical analysis, correct in law and ortho in religion. It is shown, further, classification for principle of complementarity, by the two manifestations, harmonic and non-harmonic. As applications, we use the known areas of fluid mechanics, hydro and aerodynamics. Based on the concepts of source, vortex and parallel motion through dyadic and triadic combinations, arriving, finally at a scientific explanation of the philosophical concept of Yin and Yang, underlying Chinese philosophy.

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SATS•Jan 1, 2004•1 citation
This paper is a transdisciplinary field that combines, harmoniously, the principle of complementarity introduced by the great physicist Niels Bohr in quantum mechanics and the ancient Chinese philosophy, whose essence is "Diagram of the Supreme Ultimate". The allegations are supported by religious, quantum and geometry arguments. Defined concepts of di-mension, coordinate system and specific concepts as: perpendicular in geometry, orthogonal in mathematical analysis, correct in law and ortho in religion. It is shown, further, classification for principle of complementarity, by the two manifestations, harmonic and non-harmonic. As applications, we use the known areas of fluid mechanics, hydro and aerodynamics. Based on the concepts of source, vortex and parallel motion through dyadic and triadic combinations, arriving, finally at a scientific explanation of the philosophical concept of Yin and Yang, underlying Chinese philosophy.
This contribution argues that Bohr's notion of complementarity can be traced back to the Laozi which he would have read. In Chinese philosophy, polar contrasts such as yin and yang are not regarded as mutually exclusive; they are co-present, existing as a harmonious Whole. Such a conception of metaphysics and logic stood Bohr in good stead for characterising quantum phenomena which are at once both wave and particle. His notion of complementarity bears witness to the possibility of communication and understanding between two different philosophical approaches and scientific traditions—this account adds to Lloyd's concept of semantic stretch.
This article explores the physicist Niels Bohr’s cosmopolitan vision through the lens of his foundational complementarity principle. Bohr’s coat of arms—combining a Latin motto with the yin-yang symbol—stands as a visual manifesto of his lifelong quest to reconcile opposites. Archival research and textual analysis illuminate how Bohr transformed Chinese classics into epistemological allegories, reviving ancient ideas to bridge science and humanities. Tracing a thread from Bohr’s retelling of a Song‑dynasty tale to illustrate quantum mechanics, through his fusion of Schiller’s Confucius poems with Kierkegaard’s philosophy, to his 1937 dialogue in China on Zhuangzi’s “Joy of the Fish” and Princeton’s “identical twins” parables, this article weaves cross‑cultural encounters into constellations of complementarity. At the heart of these constellations lies my most surprising discovery: Bohr’s spectator‑actor analogy which he attributed to Laozi—sprang from the Danish recreation of the Daodejing, not the Chinese original. Unfolding this discovery maps out a multilayered migration of ideas through a practice I term “transreading.” In an era of disciplinary fragmentation, this article reveals an intellectual history in which science and humanities co‑create meaning. Bohr’s vision affirms a timely truth: the future of knowledge depends on the courage and imagination to transread across cultures and worlds.
Recently it has been discovered that Niels Bohr, the father of quantum physics, was acquainted, at a young age, with the ancient Chinese philosophy of Lao-Tzu.New evidence has come to light from a letter written by Bohr himself, discovered in 1998, which is a reply to a letter of inquiry from a Svend Hugo Jiirgensen, a teacher from the Danish town of Aalborg.The teacher had sent Bohr a manuscript entitled 'Tuo Te Ching and the Idea of Complementarity'.Bohr's reply, dated 26 March 1958 begins, "I thank you for your letter and the enclosed little note about Tuo Te Ching, which I have read with great interest.I believe what you say about the old Chinese philosophy is in many ways quite to the point.In my youth I received a beautiful impression of it through Ernst Merller's book 'Oldmester', and at a visit to China twenty years ago I learned how highly the memory of Lao-Tzu is still valued."Since Merller's book was first published in 1909 (the year Bohr turned 24) and Bohr by his own account was in his youth, it is clear that his knowledge of Chinese philosophy preceded his discovery of the complementarity principle in physics ( 1927).While this does not conclusively prove that he learned his idea of complementarity from Chinese philosophy, it is nonetheless a document of great interest.In any event, it is clear that Bohr valued highly ancient Chinese philosophy.It was either instrumental or decisive for his complementarity principle in physics, which has proved invaluable as an explanatory principle for Western physics.What better proof is needed to illustrate that the "Chinese mind" is not "of a different order of humanity" than its accessibility through the medium of Danish language to a Western physicist?That the same Western physicist could then apply the idea of complementarity to understand the workings of the universe common to both Western and Chinese minds is a further demonstration that the Chinese mind is as universal in its application to reality as its Western counterpart.And what better evidence can be cited to show that the
On 17 October 1947, Niels Bohr was made a knight of the Order of the Elephant by the King of Denmark in view of his outstanding achievements and contributions to science. Bohr designed his own coat of arms that featured a pattern of Yin and Yang (Tai Chi symbol) to symbolize the wave-particle complementarity. However, Bohr’s Yin-Yang diagram (YYD) was neither drawn based on the principles of quantum mechanics, nor did it originate from the traditional Taoist YYD. Scientists still have doubts about the legitimacy of using YYD as the icon of the wave-particle complementarity, because the YYD belonging to quantum mechanics itself is unknown so far. This article reports the YYDs existing in quantum mechanics and justifies the role of YYD in the wave-particle duality by showing that any system, whether classical or quantum, has an ideal YYD as long as it satisfies Bohr’s principle of complementarity (BPC). The deviation of a deformed YYD from the ideal YYD indicates the extent to which a real system satisfies BPC. This article constructs the quantum YYD by the complex quantum trajectory of a particle tunneling via a step barrier, which displays the continuous transition between the wave behavior and the particle behavior. It appears that the YYD designed by Bohr in his coat of arms resembles the YYD generated by tunneling motion, not only in appearance but also in the governing equation.
Introduction In order to develop the insight that is worked out by Brock (Niels Bohr's Philosophy of Quantum Mechanics, Logos, 2003), that the philosophy of quantum mechanics should parallel Kant's philosophy of natural science, some preliminary analyses of key concepts need to be done. Initiated by Niels Bohr (Atomic Physics and Human Knowledge, John Wiley and Sons, 1958), the concept of ‘complementarity’ has played a major role in the interpretation of quantum theory. However, the exact place it occupies in respect of the logical form of the relation of complementarity between descriptive predicates has not been spelled out in detail to my knowledge. Complementary predicates exclude one another as simultaneous attributions to the same subject. Exactly what form does this exclusion take? How is it related to the basic exclusion-of-predicates principle, the logical law of non-contradiction?