Allias effect the Allais effect as the change of speed or rotation of the plane of oscillation of a pendulum during a solar eclipse. This effect is also referred to as a change in the period of oscillation of the pendulum during an eclipse. Papers 1. Saxl, E. J. (1964). An Electrically Charged Torque Pendulum. _Nature_, 203, 136-138. 2. Jeverdan, G., Rusu, G. I., & Antonescu, V. (1961). An. Univ. Iasi, 7, 457; Jeverdan, G., Rusu, G. I., & Antonescu, V. (1991). Science et Foi, 2, 24; Olenici, D. (1999-2001). Anuarul Complexului Muzeal Bucovina XXVI-XXVII-XXVIII, 659; XXIX-XXX, 403 (2002-2003); Allais, M. (1959). Aero/Space Engineering, 18, 46 in September, 51 in October. 3. Popescu, V. A., & Olenici, D. (2006). A Confirmation of the Allais and Jeverdan-Rusu-Antonescu Effects During the Solar Eclipse from 22 September 2006, and the Quantization of Behavior of Pendulum. _Physics, University "Politehnica" of Bucharest_. 4. Allais, M. (1997). _L’Anisotropie de l’Espace_, 166. 5. Allais, M. (1954). _DeepL en_. - **Saxl (1964)** presents observations of an electrically charged torque pendulum, noting unusual phenomena when charged with different electrostatic voltages. - **Jeverdan-Rusu-Antonescu (1961, 1991)** discusses the detection of variations in the period of oscillation of a Foucault pendulum during a solar eclipse, which implies changes in the gravitational acceleration, referred to as the Jeverdan-Rusu-Antonescu effect. - **Popescu & Olenici (2006)** report the confirmation of the Allais effect (variation in the rotation speed of the pendulum plane during an eclipse) and the Jeverdan-Rusu-Antonescu effect (change in oscillation period during an eclipse), as well as suggesting the quantization of pendulum behavior. - **Allais (1997)** and **Allais (1954)** likely discuss further theoretical implications and observations regarding gravitational anomalies and pendulum dynamics. **1. Electrically Charged Torque Pendulum (Saxl, 1964):** This study presents an observation that may coincide with the others through its focus on anomalous behavior of a pendulum under the influence of an electric charge. While it doesn't directly mention solar eclipses, it explores the interplay between electromagnetism and gravity, which is a common theme in the following studies. **2. Jeverdan-Rusu-Antonescu (1961, 1991):** These researchers reported a change in the period of oscillation of a Foucault pendulum during a solar eclipse, suggesting a variable gravitational field. Their findings coincide with other studies that look for gravitational anomalies during such events, potentially offering support to the observations made by Maurice Allais, known as the Allais effect. **3. A Confirmation of the Allais and Jeverdan-Rusu-Antonescu Effects (Popescu & Olenici, 2006):** This work confirms the Allais effect and the Jeverdan-Rusu-Antonescu effect, drawing a direct connection to both the studies mentioned above. By observing both a change in the speed of the pendulum's rotation and its period during an eclipse, this study reinforces the idea that gravitational anomalies may be detected using pendulum experiments. **4. L’Anisotropie de l’Espace (Allais, 1997):** Maurice Allais's work could be foundational for the other studies, as it discusses the anisotropy of space and its potential effects on gravitation. His research on pendulum motion during solar eclipses may provide a theoretical backdrop to the empirical observations recorded by others. **5. DeepL en (Allais, 1954):** While the content details of this document are not clear from the citation, it's likely related to Maurice Allais's earlier work on pendulum anomalies. The 1954 date suggests it may be one of his initial reports on what would later be known as the Allais effect, which would indeed coincide with and perhaps inspire subsequent studies. The "Allais_1954_DeepL_en.pdf" paper discusses experiments on the paraconic pendulum with anisotropic support to determine the direction of anisotropy in space. "Popescu_and_Olenici_-_A_confirmation_of_the_Allais_and_Jeverdan-Rusu-Ant.pdf" and "jeverdan-rusu-antonescu-geocentrism (1).pdf" both confirm the Allais effect and the Jeverdan-Rusu-Antonescu effect through experiments with a paraconical pendulum during a solar eclipse. The "Allais_-_1997_-_Lanisotropie_de_lespace_la_necessaire_revision_.pdf" paper discusses how unexpected results from experiments led to the conviction that the observations corresponded to a new and inexplicable phenomenon within the framework of currently accepted theories. Link between Allais Effect and General Relativitys Residual Arc during Solar Eclipse https://www.Scirp.Org/pdf/jmp_2020102314091691.Pdf The Allais Effect and the Anisotropy of Space The Penguin Journal https://blog.Toby.City/posts/2023/12/2023-12-21-gkont During the solar eclipse of 1954, Nobel laureate Maurice Allais observed anomalous behavior of his pendulum. This effect was named The Allais Effect, and subsequent study has been largely neglected, due to a philosphical bias, and the implications of the results. I have been having a hard time finding information about the book Maurice Allais published in 1997: The Anisotropy of Space: The necessary revision of certain postulates of contemporary theories. Why is this? Looking at the content, it becomes obvious why modern physics tries to bury Allaiss work, and the anomaly of the Allais effect, as it directly contradicts modern theories: Translation: It is therefore appropriate to consider that the current laws of gravitation are in no way the perfectly verified, definitive, and immutable laws, on which one bases the assertion that my experimental results are contrary to all the experience acquired in the field of astronomy. These laws, like all experimental laws, are only verified with a certain approximation. Aether Round Table #12: Etherdynamics and the Allais Effect https://youtube.Com/watch?V=glUShw5tVW4&ab_channel=SpaceAudits The Allais effect is the alleged anomalous behavior of pendulums which is sometimes purportedly observed during a solar eclipse. Documented by the observations by Maurice Allais in Paris in 1954 and 1959 the experiment of Jeverdan, Rusu, and Antonescu in Romania in 1961 the observations by Saxl and Allen of Harvard in 1970. the movement of the plane of oscillation of the pendulum is inexplicable by the theory of gravitation AN ELECTRICALLY CHARGED TORQUE PENDULUM .Pdf The article focuses on the study of the reaction between Portland cement clinker and water, highlighting the possible semiconductor nature of this reaction. The authors performed experiments with Portland cement clinker, finding that the amount of hydration of the clinker and its electrical conductivity change in opposite directions, thus suggesting that the hydraulic action of Portland cement clinker is a surface reaction semiconductor. This indicates that the electrons responsible for electrical conduction are also those that participate in this type of reaction. However, the specific nature of clinker semiconductivity remains unknown at this stage. To examine the semiconductor property of clinker, the authors measured the variation of electrical conductivity with temperature. They also attempted to correlate the electrical conductivity of the clinker with its hydration, by modifying the electrical conductivity of the clinker by heating to 1000C and by mixing the clinker with different oxides before heating. Results indicate variations in electrical conductivity as a function of treatment, highlighting the association between electrical conductivity and hydration. The article concludes with the need for further research to determine more precisely the type of semiconductivity of the reaction and its implications for the hydraulic action of Portland cement. The authors also highlight the importance of these results for other applications, such as the use of the precise torque pendulum as an ultra-long period seismograph and as a means of detecting electrical phenomena co-varying with major geophysical phenomena. [ 3.1 ] https://scisummary.Com/request/62c76f69-329e-4e78-82d3-3fe265141c86 A confirmation of the Allais and Jeverdan-Rusu-Antonescu effects during the solar eclipse from 22 September 2006 , and the quantization of behaviour of pendulum The research paper studied the Allais effect, which refers to the change in the speed of rotation of the plane of oscillation of a pendulum during a solar eclipse. It also investigated the Jeverdan-Rusu-Antonescu effect, which pertains to the change in the period of oscillation of a pendulum during an eclipse. Found on Page(s) 13 The research paper discusses experiments conducted with a paraconical pendulum at Suceava Planetarium in Romania during an annular solar eclipse on 22 September 2006. The experiments aimed to confirm the existence of the Allais effect and the Jeverdan-Rusu-Antonescu effect, as well as to reveal the quantization of the azimuth of the plane of oscillation of the pendulum as a quantum oscillator. The Allais effect, which describes the change in the speed of the rotation of the plane of oscillation of a pendulum during an eclipse, was confirmed. Additionally, the Jeverdan-Rusu-Antonescu effect, which pertains to the change in the period of oscillation of a pendulum during an eclipse, was also confirmed. The experiments also demonstrated the quantization of the azimuth of the plane of oscillation of the pendulum, suggesting that it can be treated as a quantum oscillator. [ 1 ] Quantum Mechanics of the Foucault Pendulum The research also delved into the quantum mechanics of the Foucault pendulum, showing that a large number of the excited states for a quantum Foucault pendulum are doubly degenerate, similar to the time dependence of the azimuths for a paraconical pendulum with high sensitivity. The paper provided detailed mathematical models for the behavior of the pendulum, discussing Lagrange and Hamiltonian functions, motion equations, the conservation of energy and angular momentum, and solutions for the motion equations. Additionally, the paper presented the quantum eigenstates for the Foucault pendulum, indicating that the probability density of finding the particle is largest near the classical trajectories. [ 2 ] Moreover, the paper confirmed the Jeverdan-Rusu-Antonescu effect by measuring the period of oscillation of the pendulum during the solar eclipse, revealing an increase in the gravitational acceleration at the maximum of the eclipse. The experimental results showed a change in the velocity of the azimuth of the plane of oscillation of the pendulum and confirmed the Allais effect, even though the solar eclipse was not visually observable from Romania. The findings of the experiments provided evidence for the quantization of gravity and suggested the existence of quantum mechanics at a cosmic level. [ 1 ] THE "ALLAIS EFFECT" AND MY EXPERIMENTS WITH THE PARACONICAL PENDULUM Experiments with the "Eclipse Effect The paper discusses the "eclipse effect" observed during the eclipses of 1954 and 1959, examined through experiments with an asymmetrical paraconical pendulum with anisotropic support, known as the "Allais Pendulum." It is intended to highlight connections between the "eclipse effect" and anomalies discovered during continuous observations from 1954 to 1960, demonstrating that this effect is only a particular aspect of a much more general phenomenon. The observations during these eclipses led to the conclusion that the eclipse effect is of minor scientific importance compared to the periodic luni-solar anomalies observed, which are totally inexplicable in the framework of currently accepted theories. The paper also discusses experiments with an asymmetric paraconical pendulum from 1954 to 1960 and the observations of the paraconical pendulum during the eclipses of 1954 and 1959. Interestingly, it suggests that the observed effects from these observations were considerably greater than those calculated according to the current theory of gravitation, even when completed by the theory of relativity. The observed effects are dynamic in nature and are strongly influenced by astronomical influences such as the luni-solar action. The paper emphasizes the significance of the continuous observations of the paraconical pendulum and the isotropic support in determining the periodic structure of the direction of anisotropy of space and enables predictions of this direction of anisotropy at a given place. Observations and Implications Furthermore, the paper discusses the existence of a very remarkable periodic structure in the movements of the paraconical pendulum and underlines the importance of determining the periodic structure of its movements and the significance of the dynamic character of the observed effects. It also confirms the importance of experiments conducted during the eclipses of 1954 and 1959, especially as they validate the existence of anomalies in the movement of the paraconical pendulum. The implications of these observations on the current theories of gravitation and relativity are significant and challenging. [ 8089 ] The research paper discusses the author's experiments with the paraconical pendulum and the observed anomalies that cannot be explained within the framework of the current theories. The author suggests the existence of the anisotropy of inertial space and predicts the direction of the anisotropy at a given place. The paper highlights the incredible dogmatism of scientific circles at the time, which caused the author's experiments to be ignored and hidden, leading to a loss of at least forty years in scientific exploration. Space Anisotropy and Pendulum Behavior The author explains the effect of the anisotropy of space on the pendulum, stating that the directional oscillations resemble Lissajoux figures and are influenced by the periodic components of the anisotropy of space. The paper details the discrepancies between short and long pendulums and provides a hypothesis of inertial space anisotropy, showing how it can explain observed anomalies. The experiments reveal exceptional anomalies with observed values much greater than the values obtained by calculation, leading to the termination of the experiments due to scientific dogmatism. A confirmation of the Allais and Jeverdan-Rusu-Antonescu effects during the solar eclipse from 22 September 2006 , and the quantization of behaviour of pendulum Experimental Findings with a Paraconical Pendulum During the Annular Solar Eclipse The research paper presents the findings from experiments conducted with a paraconical pendulum at Suceava Planetarium in Romania during the annular solar eclipse on September 22, 2006. The paper confirms the existence of the Allais effect and Jeverdan-Rusu-Antonescu effect during the eclipse. The Allais effect refers to the change in the speed of rotation of the plane of oscillation of a pendulum during an eclipse, while the Jeverdan-Rusu-Antonescu effect refers to the change in the period of oscillation of a pendulum during an eclipse. Additionally, the paper introduces the newly discovered quantization of the azimuth of the pendulum's plane of oscillation, indicating that it can be treated as a quantum oscillator. [ 1 ] Discovery of Excited States and Gravitational Perturbations The study discusses the discovery of a large number of excited states for a quantum Foucault pendulum being doubly degenerate, similar to the time dependence of the azimuths for a paraconical pendulum with high sensitivity. The authors also observed gravitational perturbations during the eclipse, leading to the suggestion that eclipse-induced gravitational perturbations are similar to the tides produced by the Moon at antimeridian. [ 2 ] Details of Experimental Setup and Quantum Mechanisms The paper delves into the details of the experimental setup and the measurements taken with the paraconical pendulum, confirming the Allais effect during the solar eclipse. Additionally, the authors discovered that the azimuth of the pendulum's plane of oscillation has quantized values and can be treated as a quantum oscillator. Furthermore, the study suggests the existence of a quantum mechanics at a cosmical level, solidifying the idea of the quantization of gravity. The findings also confirm the Jeverdan-Rusu-Antonescu effect, as the gravitational acceleration was observed to increase during the eclipse. The results overall support the concept of the quantization of gravity and the existence of quantum mechanics at a cosmical level. [ Allais's book SPACE SOTROPY Scope and Nature of Anomalies This research study focuses on the experimental and theoretical exploration of anomalies in the movement of the paraconic pendulum with anisotropic support from 1954 to 1960. The study highlights the unexpected nature and scope of the observed anomalies, emphasizing the continuous guidance of experience in conducting systemic experiments. The main findings include the significant lunar diurnal periodicity of 24 hours and 50 minutes, of considerably higher amplitude than calculated within currently accepted theories. Identical results were obtained in two crucial experiments conducted in July 1958, suggesting the existence of anomalies in precision leveling and triangulation operations. The study also noted a remarkable correspondence between observations of the azimuths of the paraconic pendulum and observations corresponding to the azimuths of reciprocal optical sights on test patterns. Additionally, the research confirmed anomalies observed during the total solar eclipse of June 30, 1954, contributing to the overall inexplicability of the observed amplitudes within the framework of currently accepted theories. The results of the experiments consistently indicated the existence of anomalies and periodic components that challenge currently accepted theories and call for further exploration and analysis of the observed phenomena. Experimental Findings and Challenges The research paper discusses experiments conducted on the paraconic pendulum with anisotropic support to determine the anisotropy direction of a species in space. The paper presents the methods used and the findings related to the determination of the species' anisotropy direction in space. The author refers to observations of the paraconic pendulum with isotropic support and emphasizes their periodic lunisolar structure, which is unexplainable within the framework of current theories. The paper also highlights the difficulty in the movement of the conical pendulum and the optical deviations of sighting patterns, which are independent of any trivial influence and indicate possible explanations by the anisotropy of space. The author emphasizes the anomalies observed in the paraconic pendulum's movement with anisotropic support, suggesting that they are totally inexplicable within the framework of currently accepted theories. The paper acknowledges the resistance encountered, including the rejection of the publication of the notes presenting the experimental results. The author expresses the potential opposition to their claims and the significance of the new phenomena they've highlighted for the scientific world's revision. The paper concludes with a summary of the developments presented in the two volumes and expresses gratitude to the contributors and the challenges faced while conducting the research. [ Focus and Essential Aspects of Experiments The research conducted on the determination of the anisotropy direction of the paraconic pendulum with anisotropic support involved significant experiments and analyses from 1954 to 1960. The experiments gave rise to ten Notes to the Acadmie des Sciences in 1957, 1958, and 1959, and an overall presentation in 1958. The study focused on the essential aspects of the experiments related to determining the direction of anisotropy. ] Description of Paraconic Pendulum Experiments The paraconic pendulum used in the experiments consisted of a dissymmetrical pendulum consisting of a vertical bronze disk suspended from a bronze rod and resting on a steel ball capable of rolling on a flat surface. The experiments involved releasing the pendulum from its rest position and observing its movement for around 14 minutes. The azimuth of the disk plane and the pendulum's central inertial trihedron were determined with an accuracy of around a tenth of a grade. The experiments demonstrated that the plane of the disk tended to merge with the pendulum's plane of oscillation. In-Depth Analysis of Lunar Influence The study also included an in-depth analysis of the lunar influence on the azimuth of the pendulum using the Buys-Ballot method for a period of 24 hours and 50 minutes. The analyses showed that the pendulum series contained statistically significant lunisolar periodic terms with complete certainty. Furthermore, the comparison of observed and calculated values of the lunar influence on the pendulum's movement revealed that the observed effect was 18 million times greater than the calculated effect, leading to the conclusion that the pendulum's motion was affected by an extremely small lunisolar influence. [ 120 ] In conclusion, the study provided evidence and analyses to support the determination of the anisotropy direction of the paraconic pendulum with anisotropic support, demonstrating the significant impact of lunar influence on the pendulum's motion. Comprehensive Examination and Phenomena Analysis The study presents a comprehensive examination of the paraconic pendulum and its anisotropic support, focusing on the determination of the species' anisotropy direction in space through a series of experiments. The paper extends the findings to various phenomena, analyzing harmonic components and their correlations with known scientific theories. The research highlights the influence of the Earth's rotation and gravitation, showing inexplicable periodic anomalies with significant amplitudes in the paraconic pendulum's motion. Experiments and Comprehensive Analysis The study emphasizes how the experiments conducted under similar conditions in Saint-Germain and Bougival added decisive elements to the analysis, ruling out pseudo-explanations put forward by opponents of the periodic effects observed. It confirms the influence of the moon's sidereal and synodic periods and annual period of the Earth, showcasing the correlation coefficients and the significance levels of the periodic effects observed. The paper discusses the illustrations and harmonic analyses obtained from the Bougival series, emphasizing the amplitude of the 24-hour diurnal periodicity and its inexplicable nature within the framework of gravitational theory. The research offers conclusive evidence of the periodic anomalies in the motion of the paraconic pendulum, emphasizing the significance of the study's findings and their implications for scientific understanding. Observation of a Total Solar Eclipse The study focused on determining the anisotropy direction of a species in space by conducting experimental observations on the paraconic pendulum with anisotropic support. The study observed the oscillation plane of the paraconic pendulum and noted a significant shift during the total solar eclipse on June 30, 1954, capturing the angular displacement of the plane as a function of time. The movement of the pendulum was observed over a three-day period following the eclipse, during which the azimuth of the oscillation plane abruptly shifted by 5 degrees at the eclipse's onset, reached a maximum deviation of 15 degrees, and then gradually decreased. It was noted that the movement of the oscillation plane resumed a similar movement after the eclipse, comparable to the one observed before the eclipse. Influence of Anisotropy on Pendulum Motion The research also aimed to determine the influence of the support's anisotropy on the motion of the paraconic pendulum. The experimental conditions included using the same ball for each series of observations by releasing at equidistant azimuths and determining the relationship between the average angular displacement speed per minute and the starting azimuth. The study observed an almost periodic structure of the azimuth curve and noted that the rapid azimuth variations observed corresponded to angular velocities of the order of the Foucault effect. It then analyzed the results obtained for different values of p and q, which concluded that the anisotropy of the support exhibited a restoring effect towards a stable direction of equilibrium, represented by the perpendicular to the support beam. Complexity of Pendulum's Movement The findings highlighted the complexity of the paraconic pendulum's movement, attributing it to the combined influence of the support and periodic astronomical influences. Despite observing the influence of the support's anisotropy on the motion of the paraconic pendulum, it was emphasized that the differences in orders of magnitude between the effects observed and calculated through the current theory of gravitation rendered the theory inadequate in explaining the observed anomalies. The study also underscored the need to re-examine the assumptions on which the theoretical orders of magnitude were obtained, as well as the incompatibility of the results of observations of the paraconic pendulum with the classical theory of mechanics. [ The paper discusses experiments conducted with the paraconic pendulum to determine the anisotropy direction of a species in space. The study explores the use of experiments on the paraconic pendulum with anisotropic support to determine the direction of anisotropy. The study emphasizes the need to examine the precision with which the laws of gravitation are verified in both astronomy and on the Earth's surface. The research highlights the surprising lack of detailed discussion on the precision of the fundamental laws of mechanics and the astonishing silence in treatises on mechanics and astronomy regarding this crucial question. The author points out the importance of precise astronomical verification of mechanical postulates and the need to reconsider the laws of gravitation in light of experimental anomalies observed in the motion of the paraconic pendulum with anisotropic support. Motion of Anisotropically Supported Pendulum The findings suggest that the motion of the anisotropically supported paraconic pendulum includes periodic components with statistically significant amplitudes, particularly periodic components with periods around 24 hours and 24 hours 50 minutes. The study concludes that the observed effects, whose order of magnitude is of the order of a millionth of a gravitational force, are in fact not incompatible with any of the experimental results previously obtained. The paper emphasizes the vitality of these anomalies, especially the lunar component of 24 hours 50 minutes, suggesting that these anomalies are not isolated occurrences and are likely to stem from one and the same cause. Additionally, the study highlights that the precision with which the active laws of gravitation are verified is of relative interest and points to the compatibility of the hypothesis of the anisotropy of inertial space with all observational data. Moreover, the study underscores the difficulties in funding and the ongoing scientific debates surrounding the research, emphasizing the need for a well-founded scientific opinion on the pursuit and acknowledgment of a new phenomenon. Struggle for Recognition and Support The research paper presents a detailed account of the author's struggle to gain recognition and support for their experiments on determining the anisotropy direction of a species in space using a paraconic pendulum with anisotropic support. The author discusses their attempts to present their findings and interpretations to the scientific community, while facing challenges and opposition. Obstacles and Author's Interactions The paper highlights the author's efforts to experimentally determine the anisotropy direction and the obstacles encountered in doing so. It details the author's interactions with scientific authorities and their attempts to establish the validity of their work, seeking support through various letters and communications. The author raises concerns about the refusal to acknowledge their results and interpretations, pointing out the lack of explicit reasoning behind the opposition they faced. Anomalous Components and Scientific Reaction The findings of the experiments on the paraconic pendulum with anisotropic support are emphasized, particularly the anomalous lunisolar components of the pendulum motion that seem to be linked to the existence of anisotropy in space. The paper discusses the hostility faced by the author from proponents of established scientific theories and the challenges encountered in interpreting the experimental results within the framework of accepted theories of gravitation. Furthermore, the author emphasizes the failure of scientific authorities to provide valid objections to their affirmations about the existence of the observed periodicities and their implications for the theory of gravitation. [ 20320445 ] Frustration with Neglect and Funding Refusal The paper details the author's frustration with the neglect and refusal to fund their experiments, despite the successful crucial experiments that confirmed the existence of anomalies and invalidated fundamental postulates of the theory of gravitation. The author laments the closure of their laboratory due to lack of financial support and expresses discontent with the scientific community's reluctance to accept new findings and the dominance of established truths that hinder the progress of science. [ 239 ] In summary, the paper presents a comprehensive account of the author's struggle to gain recognition and support for their experiments on determining the anisotropy direction of a species in space, detailing the challenges faced in presenting their findings and interpretations to the scientific community, as well as the frustration with the refusal to fund further research despite successful crucial experiments. Allais_-_1997_-_Lanisotropie_de_lespace_la_necessaire_revision_.Pd The researcher applied the Buys-Ballot test to a series of chained observations from June-July 1955 and found a value of 2R = 5.3 grades. He also applied the generalized Schuster test to the case of autocorrelated time series under the hypothesis of a process of random disturbances of a stable system. The result shows that the existence of the 25 hour wave is practically a certainty. The researcher also compared the experimental results with the theoretical lunisolar influences on the azimuth of the paraconic pendulum according to the current theory of gravitation. He concluded that it is completely impossible to explain within the framework of current theory the observed diurnal lunisolar effects, and especially the amplitude of the lunar periodicity of 24 hours and 50 minutes. The researcher also carried out a comparative harmonic analysis of different phenomena such as temperature, atmospheric pressure, magnetic declination, the K numbers of Bartels magnetism, and the Wolf numbers (solar activity). None of these analyzes showed a concordance of the phases or the same periodic structure with the observations of the azimuth of the paraconic pendulum. The researcher also carried out experiments aimed at determining the influence of the inclination of the support on the movement of the paraconic pendulum. The results showed that periodic variations in azimuth over time cannot be considered to result from variations in the inclination of the support relative to the vertical. In conclusion, the paper highlights surprising observations that cannot be explained by current theories. It highlights the need to conduct systematic experiments to understand this new and inexplicable phenomenon within the framework of existing theories. The researcher undertook systematic experiments on the paraconic pendulum due to surprising observations that were described as unexpected in all respects. The results encourage systematic experiments and lead to the conviction that the observations correspond to a new and inexplicable phenomenon within the framework of current theories. The article presents experiments carried out in June-July 1958 in Saint-Germain and Bougival, with identical devices in underground laboratories, aimed at confirming the existence of a lunar component of 24 h 50 min in the azimuths of the paraconic pendulum . The results show periodic anomalies that are inexplicable within the framework of the current theory of gravitation, thus confirming the existence of a new phenomenon. The experiments made it possible to eliminate any explanation by a fortuitous cause, any thermal effect or any external influence, thus reinforcing the inexplicability of the observed anomalies. Furthermore, during the total solar eclipses of June 30, 1954 and October 2, 1959, remarkable disturbances in the movement of the azimuth of the paraconic pendulum were observed, emphasizing their scientific importance. These disturbances, inexplicable within the framework of current theories of gravitation, were confirmed by other subsequent experiments. Finally, the movement of the paraconic pendulum is described as an extremely complex and difficult phenomenon to analyze, raising many questions. The researcher undertook systematic experiments on the paraconic pendulum following surprising observations in September 1955, which revealed the existence of a 24-hour diurnal lunar component. 50 minutes in the monthly series of observations. These results were completely inexplicable within the framework of current theories. The researcher carried out an in-depth examination of the factors determining the movement of the paraconic pendulum with anisotropic suspension, focusing on the Foucault effect, the anisotropy of the support, the random influence of the balls, and the periodic influences which are exerted on the pendulum. The experiments carried out highlighted essential differences compared to Foucault's classic experiments, such as the short length of the pendulum, the pendulum's ability to rotate on itself, and the continuity of the movement observed day and night, for periods of the order of the month. Harmonic analysis methods were used to study periodic influences, leading to the conclusion that all series of observations exhibit characteristics of almost periodic functions, with local periodicities and symmetries. The researcher also examined the supposed explanations and objections to these observations, showing that the random influences of the balls are not sufficient to explain the considerable variations in azimuth, that the effects of the eddy currents induced in the pendulum are very weak, and that air movements in the laboratory or the elastic reactions of the building cannot explain the observed periodicities. The researcher also contested the assertions of certain members of the Academy of Sciences, who affirmed that the accepted theories were sufficient to explain the observations, emphasizing that the observed effects were of the order of magnitude of 10^5 radians per second, while the theoretical effects calculated were of the order of 10^-13 radians per second. Finally, the researcher put forward hypotheses on the existence of a limiting plane that varies with time, in relation to the anisotropy of the support and astronomical influences. The researcher carried out experiments on the paraconic pendulum with anisotropic support, leading to unexpected observations. He found that the movement of the pendulum is influenced by various factors such as the Foucault effect, a recall effect of the anisotropic suspension, the random influence of the balls, and periodic influences of astronomical origin. He also deduced that the amplitudes of the lunisolar periodic components of the motion of the anisotropically supported paraconic pendulum are completely inexplicable within the framework of the current theory of gravitation. The observed effects are at least of the order of 10 "4 radians per second in the case of the isotropic suspension. The researcher also proposed the hypothesis of the anisotropy of the inertia space as an explanation for the anomalies observed, but stressed that the effective existence of this anisotropy is not proven. Unfortunately, the researcher faced strong opposition to the publication of his work, preventing him from disseminating the majority of his results, in particular those obtained on the movement of the paraconic pendulum with isotropic suspension. The researcher undertook systematic experiments on the paraconic pendulum, following unexpected observations, qualified as inexplicable by current theories. The experiments were carried out from February 1954 to June 1960 , with the support of Pierre Ricard, President of Metallurgical and Mining Industries. The author had to deal with an overwhelming work, covering multiple aspects such as the design and direction of experiments, equipment calculation, numerical analysis , the writing of a complete theory of the movements of the paraconic pendulum, among others. Despite the full success of the crucial experiments of July 1958, persistent opposition and funding difficulties led to the closure of the IRSID laboratory in June 1960. This decision, considered scientifically incomprehensible and unacceptable, was attributed to a blind and fanatical domination of "established truths" and opposition to scientific progress. The researcher deplores the absence of an independent commission to evaluate his research and the cessation of funding despite the support of members of the Academy of Sciences. Finally, the author emphasizes that dissenting expression is always intolerable when it clashes with established ideas.****