Showing posts with label Solar Activity. Show all posts
Showing posts with label Solar Activity. Show all posts

Friday, May 8, 2026

Solar and Lunar Cycles in Earthquakes | Richard Pasichnyk

Today's theories that involve the mechanisms behind "continental drift" or plate tectonics are insufficient to explain all the observations. For one, convection cells as hypothesized do not work. As numerous scientists espouse, present theory does not explain the position of the ridges through time, conditions surrounding subduction zones, rotations of plates, and so forth. Furthermore, the Earth's core is not as theorized, and it is purported to generate convection cells.
 
Solar and Lunar Cycles in Earthquakes: An Electrostatic Trigger.
 
Unexpectedly, most plates are in a state of compression, except Africa, which is under tension. Present theory insists on tension at plate edges where mountains form, not midplate, as observations indicate. Another contradiction is the "jigsaw" Earth, where plates are made up of pieces that came from elsewhere. For example, Florida and coastal New England were part of South America, parts of Newfoundland were once part of Georgia, Nova Scotia was part of Africa, Yucatan was once part of the Mississippi Valley, and so on. These and numerous other facts appear to call for new theories about plate tectonics, which is the intent of this article.
» A maximum in earthquakes occurs at times of moderately high and fluctuating solar activity, particularly after solar flares. The Sun’s retrograde motion is linked to earthquakes and other geophysical phenomena. « 
Solar Trigger
Earthquakes are correlated with solar activity. Solar activity as indicated by sunspots, radio noise, and geomagnetic indices play a significant role. A maximum in earthquakes occurs at times of moderately high and fluctuating solar activity, particularly after solar flares. The Sun's retrograde motion is linked to earthquakes and other geophysical phenomena, including climate.


There is a 22-year solar cycle in San Andreas fault earthquakes and an 11-year solar period in large earthquakes in Southern California. A maximum in quakes occurs shortly after an epoch of least sunspot frequency in some regions. One half of a solar cycle, 5.5 years, was observed for quakes in the Far East, with both earthquake and solar peaks during 1947, 1958, and 1969.

Strong earthquakes take place when the Earth crosses the central meridian of the Sun, and this knowledge has been used to successfully predict quakes to some degree. Variations in gravity, earthquake energy, and solar activity were correlated in another study. Solar activity and quakes are linked in numerous studies, but, for the most part, gravitational models do not work.

Lunar Trigger
Many continental drift theorists dismiss lunar effects because tides have little effect on their quake mechanism. They criticize any correlation between maximum global tidal forces and quake regions where local tides are not at a maximum, or can even be at a minimum. Meanwhile, studies of a lunar-phase trigger in 21 earthquakes shows that 14 occurred at the quarter moon, five at full moon, and two followed a lunar eclipse.

Some scientists claim the effect is gravitational. In fact, one study of 2,000 quakes demonstrated they took place at times when tidal forces were over the epicenter of deep-focus earthquakes. Earthquakes occur more often when the Sun and Moon are in opposition (opposite sides of the earth) or in conjunction (in line on the same side).

Shallow-focus earthquakes and moonquakes vary in concert for the years 1971 to 1976. Unusually large quakes in the period 1950-1965 were remarkably numerous for the twentieth century. Though a lunar trigger is evident, gravitational effects alone are inadequate to explain the results, as Shirley states:
Some ambiguity arises when we attempt to interpret this result within the framework of conventional gravitational geophysical models... If the pattern found is due to some physical cause (as opposed to 'statistical accident') then this would seem to raise the question of the adequacy of the traditional model. There is reason to believe (on relativistic grounds) that the tidal stresses may not be the only significant stresses of external gravitational origin applied to the Earth... The underlying physical processes remain obscure.
Other correlations exist between lunar phase and earthquakes. A study of Nevada earthquakes reveals a close connection with variations of the tide-generating forces. The active periods are 0-2 days of closest approach (perigee), 0-3 days of conjunction and opposition (syzygy), and 0-3 days of 90° (quadrature) with the Earth. These active times are not completely in accord with the gravitational effects, but indicate a delay of up to three days. There is a correlation of earthquakes with lunar phase and the passage of the Moon through the area (local meridian), and also with a change in the polarity of the Sun's Interplanetary Magnetic Field.

Lunar-solar periods in quakes along the Pacific coast were correlated to the full or new moon near sunrise or sunset, and also with the fortnightly ocean tides, which are regulated by lunar tides. Likewise, microearthquake frequencies near Alaska's St. Augustine Volcano are correlated with oceanic tides. Undoubtedly, the gravitational effects are too weak, but the correlations show that there is a lunar trigger.

The mechanism is suggested with the understanding that there is a lunar influence on the occurrence of aurora, or the Northern Lights. As will be shown, the influence is electrostatic, with the Moon triggering cascades of particle flow and changing the contour of electromagnetic fields (i.e., bow waves, plasma torus, potential gradients, electrostatic repulsion, etc.).
FIG. 1. Seasonal occurrence of earthquakes. Histogram of 562 earthquakes of magnitude 5.0 and greater in the Northern Hemisphere, 1505-1976, and Northern California, 1901-1976. Dates were brought to the nearest mid-month (15th to 15th) to show seasonal trends in relation to solstices and equinoxes. Peaks are evident in winter and around the vernal equinox, with secondary peaks around the autumnal equinox and the solstices. A lesser set of data (62 earthquakes) indicated a 6-month shift in the Southern Hemisphere, as could be predicted. 
Magnetic and Electrostatic Forces
All materials in nature are magnetic, and many tectonic features are the result of the magnetic properties of minerals. Materials are attracted or repelled by magnetic fields, but, in most cases, the forces are extremely small. Another force exerted on minerals is electrostatic, particularly if the force changes with time.
» Lunar-solar periods in quakes along the Pacific coast were correlated to the full or new moon near sunrise or sunset, and also with the fortnightly ocean tides, which are regulated by lunar tides. « 
Electrostatic forces can be purely repulsive, so that two bodies always repel, regardless of their relative orientations – such as the two sides of a ridge. The ocean floor and ocean water, including its life forms (organic compounds), tend to meet the characteristics of certain classes of magnetic minerals (diamagnetic and antiferromagnetic). The crust and the Earth's interior tend to meet the characteristics of other classes of magnetic materials (paramagnetic and ferromagnetic). Both share a fifth class (ferrimagnetic), particularly with regard to the mantle (garnet). This class of material produces an axis like that observed along the ridge (uniaxial anisotropy, not perpendicular anisotropy), and this material (basalt or gabbro, i.e., garnet) exudes at the ridges.

These class distinctions in the magnetic properties of minerals allow for the development of ridge systems and subduction zones in the oceans, while the crust experiences mountain building (faulting, etc.) and so forth. In fact, electrostatic levitation is being employed in physics for frictionless transport of monorails and other devices. Electrostatic forces can overcome gravitational forces. In plate tectonics, the levitation is vertical, which allows the ridges to spread and plate-plate boundaries to exist without large amounts of drag.

Drill hole research near the San Andreas fault at Cajon Pass reveals the absence of large amounts of drag at plate-plate boundaries because of electrostatic effects. Furthermore, computer models of plate tectonics demonstrate that the mechanism requires the addition of other minor forces.
 
 
Aurora-like Glows
Aurora-like glows often accompany earthquakes. One theory claims this effect may be due to quartz microcrystals in rock under high pressure. A fairly high proportion of crystals must be present, but this, in itself, is not sufficient. The crystals must be arranged in the same direction, not randomly, so that the electricity produced by one is not cancelled out by another. Only then, with sufficient pressure, will an electrical discharge be produced. This is known as the piezoelectric effect.

However, this theory is inapplicable in at least some situations. These aurora-like glows have also been observed over the sea. The sea floor is not solid, and currents constantly re-arrange the crystals. Sea water is high in conductivity, which would neutralize or buffer the forces. Earthquake lights are most frequent when the Moon has passed its closest approach, and thereby occur during a decrease in the lunar tide. If the piezoelectric effect were producing these lights, the opposite would be true; the lights would occur during an increase of lunar tide.

One report correlates luminous seas and earthquakes. This observation cannot be explained by either the bioluminescence theory nor the piezoelectric effect, but can be readily explained by an electrostatic model of earthquakes (energetic particles producing thermoluminescence). There are also many lighted-displays that quartz could never produce.

Other Phenomena
Spectacular ostentations and a variety of wonders are commonly a part of the earthquake scene. Rain attended by thunder, lightning, and wind often occurs before, during, or after the shock. Globes of fire, illuminations, extraordinary lights, and ball lightning, often claimed to be meteors, are seen. Other associations are dark fogs, red and blue suns, and gray and red lurid skies, to name just a few phases of the colored atmosphere. The atmosphere also manifests aurora-like incandescence, fire, smoke, electrical activity, cold air, tempestuous winds, and/or total calm. Added to the list is an array of indescribable sounds or total silence.

Peculiarities (anomalies) in Earth currents (geoelectricity and telluric currents) near an earthquake's epicenter demonstrate that electrostatic effects occur prior to the events. Sparking, electric shocks, and the mutual attraction and/or repulsion of objects also show these electrostatic effects.

Mountain lights have been seen in the Andes, Alps, Mexico, and Lapland, even under cloudless skies and very low humidity. The effect was not lightning, but a potential gradient. These mountain lights are sometimes visible far out at sea. The Andes is described as a giant lightning rod, and has a constant glow from late spring to fall, with occasional outbursts—particularly during earthquakes, such as the great quake of August 1906. This aurora-like glow is noted on other mountains, as well.

No earthquake exhibits all of these somewhat ambiguously described displays, but each occurrence adds another detail to the potpourri of facts that indicate electrostatic effects play their part. Illustrating the effects of this new understanding of the Earth, we find correlations between earthquake activity and the Chandler Wobble, the Moon's position, and solar activity.

Weather Phenomena and Particle Flow
Pressure waves high in the atmosphere due to shifts in the ionosphere take place just prior to earthquakes. These so-called "ionoquakes" are a somewhat indirect observation of particle flow. Through ionization, particle flow would create a vacuum and thereby affect weather with pressure changes, storms, and winds. For four to six weeks before earthquake activity, large, recurring patterns of high pressure develop off the coast of California. High pressure patterns even outline the San Andreas fault hundreds of miles off the coast.

The Interplanetary Magnetic Field (IMF) sector boundary crossings (SBC) cause changes in the Earth's magnetosphere, ionosphere, and atmosphere. Enhanced precipitation of energetic electrons take place as the Earth's magnetic field is disturbed. The effects include changes in wind direction and the size of storms (Vorticity Area Index) about four days before and after the SBC, with the greatest effect in winter. The SBC also is correlated with lightning and thunderstorms, which display a maximum in winter. Large changes in conductivity and electric field variations occur that appear to be global (Arctic, Antarctic, and mid-latitudes).
 
» Analyzing nearly a century of data, our results reveal an increased likelihood of
earthquakes following geomagnetic storms, particularly 27–28 days afterward. « 
Hongyan Chen et. al., 2025.

The IMF and geomagnetic field (GMF) interact to display a 12-month wave, with a maximum at the vernal equinox, and are the "result of a common cause." Meanwhile, geomagnetic disturbances influence monthly variations in the air-earth current and mean temperatures in 32 U.S. stations. Geomagnetic storms alter surface atmospheric pressure and the development of storms.

Numerous studies show that weather displays more deep-seated effects in winter. This includes the positively charged superbolts, ten to one hundred times stronger than normal lightning, which occur near Japan mostly in winter, with a peak around the vernal equinox.

A maximum in thunderstorms occurs three days after solar events. The electrical potential of the lower troposphere and radionuclides show the greatest fluctuations three to four days after solar eruptions (especially hydrogen-alpha flares). Likewise, geomagnetic storms bring alterations in four to eight days.

Together, these weather phenomena indicate the characteristics of particle flow, which has a mechanism with a delay of three to four days. Because of IMF/GMF interactions, it peaks in winter and the equinox (also solstices). These weather phenomena suggest what is evident in earthquake occurrence as well.

Seasonal and Diurnal Occurrence
The seasonal occurrence of earthquakes indicates a solar-terrestrial linkage. A study of earthquakes along the San Andreas fault prior to the April 18, 1906, San Francisco earthquake show the majority took place around the vernal equinox in spring, with a second peak during winter.
FIG. 2. Lunar periods of earthquakes. Histogram of the same earthquakes used in Figure 1, but plotted according to lunar phase, when data permitted. Peaks are evident for mid-phase, the 24-hour period between three and four days after a lunar phase, and for the quarter phase.
Another study displayed a daily, or diurnal, peak in quake occurrence in some areas. A nocturnal maximum peaks around midnight. In Japan, Italy, and other countries, there is also a noon maximum. The noon maximum is identified with summer maximum annually, and the midnight maximum with winter maximum annually.

Noon and summer quakes are associated with an elevation of the crust and atmosphere; midnight and winter quakes are associated with a depression. Noon and summer appear to generate the most destructive shocks, and midnight and winter generate slight or moderate quakes in this one study.

Another analysis of 15,325 events shows a higher occurrence at night and in summer. Seasonal peaks, and daily peaks of noon and midnight, are beyond the scope of gravitational theory and plate tectonics as they are presently described.

Radiowave and Isotope Fluctuation
Magnetic fluctuations and radio emissions at or near the quake area are frequent. Changes in magnetic field characteristics during and after quakes can be local or even Earth wide. Radio emissions can be caused by electric currents due to particle flow along magnetic field lines. For example, radio emissions during the Chilean quake of May 1960 were picked up by cosmic radio noise monitors across the U.S..

Radio waves are noted to experience a sudden drop one to six days prior to an earthquake. Electrical conductivity increases (as the rocks are stressed) just prior to the earthquake, and short pulses of radio signals (time-varying acceleration) are observed. Magnetic fluctuations and radio emissions are indicative of particle flow and fields not recognized by present theory.

» Solar wind speed causes more dynamic pressure on Earth's magnetosphere
and is the physical mechanism which increases the number of earthquakes. « 
Marilia Tavares and  Anibal Azevedo, 2011.

Isotope fluctuations are another indication of electrostatic influences. Coseismic changes in radon concentrations in groundwater took place with earthquakes of 6.0 magnitude and greater in Japan. In the period from January 1984 to July 1988, eleven coseismic changes displayed downward spike-like decreases. The mechanism is unknown, and present physical theory offers no explanation.

Helium isotopes (³He) are generated in the oceans at the ridges in quantities about eight times higher than in the atmosphere. This indicates there is heat flux and helium from an unknown source. The source and mechanism is an electrostatic particle flow along a field line, and the particles are helium nuclei, protons, neutrons, electrons and others (typical of hydrogen plasma at relativistic velocities).

Animal Behavior
Unusual animal behavior preceding earthquakes is so consistent it has been used to predict them. In 1975, a quake in Haicheng, China, was successfully predicted partially as a result of this knowledge. An illustrated booklet, Earthquakes, compiled by the Seismological Office, Tientsin, China, says both historical and recent surveys prove animals react before the event. Additional evidence from the Chinese indicates that 58 species are aware of approaching earthquakes, and, undoubtedly, there are more.

For example, a Japanese scientist noted that quakes in the Idai peninsula were correlated with the number of fish caught near the end of Sagami Bay. In the spring of 1930, swarms of quakes hit Ito on the east coast of the peninsula. It was around that time that abundant catches of horse mackerel and other fish took place at the Sigedera fishing grounds. On the other end of the biological spectrum, falls of camellia flowers also were correlated with quakes by this same scientist.
» Unusual animal behavior preceding earthquakes is so consistent it has been used to predict them. The reason for this type of behavior has most scientists baffled. «
Even we humans are affected with disorientation, giddiness, nausea, uneasiness, and feelings of impending calamity prior to and during a quake. Scientists suggest this is the result of human sensitivity to ground waves, and to electrostatic effects (including the Serotonin Irritation Syndrome) and electromagnetic forces.

Knowledge of this sort extends back at least to the time of the naturalist and writer, Pliny the Elder (1st century). He designated animal response as one of four signs of a threatening earthquake. The U.S. Department of the Interior compiled 33 independent reports from various parts of the world.

The reason for this type of behavior has most scientists baffled. One researcher states what could be predicted from an electrostatic trigger: "The ground gives off static electricity before an earthquake." In addition, increases in the intensity of Earth currents (telluric) are considered one of the warning signs or precursors of an impending quake. The physiological effects on animals also may result from air ions offsetting biochemistry (Serotonin Irritation Syndrome). The evidence is strongly in favor of an electrostatic trigger for earthquakes, though no such models exist.
 

A New Model of the Earth
A global network of earthquakes suggests a new model of the Earth that includes electrostatic effects. Changes in the Earth's rotation, or length of day, are correlated with earthquakes. Also, the Sun's center, or the solar system's center of mass—which is determined when Jupiter is in conjunction with another of the large planets—has a triggering effect on earthquakes. This has led scientists to suggest a solar-terrestrial linkage.
 
Solar flares abruptly change the Earth's rate of rotation. This, as is claimed, could trigger earthquakes. There is a 120-day oscillation in the length of day, atmospheric zonal circulation, solar activity, the IMF, and the GMF. A correlation between solar motion, geophysical phenomena, and climate exists as well.
 
Different earthquake belts have nearly common active periods, which indicates they are strongly coupled on a global scale. The number of moderately large earthquakes decrease when the number of very large earthquakes increase, which is "suggestive of a causal relationship between these two groups of quakes."
 
Such an observation could be predicted if there were a global system triggered by varying amounts of particle flow and an electrostatic mechanism. Likewise, there is a remarkable similarity in curves of the annual number of large quakes and large intermediate and deep-focus earthquakes. Furthermore, there are space-time correlations between gravity, solar activity, quake energy, and the Earth's crust.
 

Chandler Wobble
The Chandler Wobble is a 14-month period in the motion of the pole of the Earth's rotation—something like the wobble of a spinning top as it loses momentum. A study of 234 quakes for the period 1901 to 1970 demonstrates that their occurrence closely resembles the curve of the Wobble. Polar tides and seismic energy are correlated in such a way that a relationship exists between polar motion and quakes, which the researchers claim is due to a "common excitation source."
» Evidence indicates an electrostatic trigger in earthquake occurrence. A new model of the Earth seems to be called for. «
The seismicity of major earthquake belts is correlated to amplitudes of the Chandler Wobble, changes in rotational velocity of the Earth, and the drift of the geomagnetic field for the years 1901 to 1964. The conclusion is "The patterns which emerged suggest that all of these diverse phenomena are related."

Earthquakes are correlated to the Wobble's sudden change (1957-1967), but earthquakes do not contribute any significant energy to the Wobble. The amplitude of the Chandler Wobble is correlated to quakes of magnitudes between 7.0 and 7.5, with especially good correlation with deep and intermediate quakes (≥ 7.0 and 70 km depth). The hypothesis seems inescapable: "there may well be a deeper mechanism which both triggers earthquakes and maintains the Chandler Wobble."

Evidence indicates an electrostatic trigger in earthquake occurrence. A new model of the Earth seems to be called for. Plate motions follow solar activity as observed at 71 stations around the world. The plates move back and forth while the 11-year cycle goes up and down. In combination, these facts suggest a global system of fields that regulate plate motion and that are interrelated with the IMF, the GMF, and solar activity.
Electric Universe Geology suggests new theoretical pathways for understanding Earth, as well as other planets and moons. 
An Electrostatic Trigger
Evidence indicates an electrostatic trigger in earthquake occurrence. The solar wind provides some of the particles in solar plasma, and the Moon triggers particle cascades along field lines. If these factors are at work, predictions can be made. The equinoxes are times of greater interaction between IMF and GMF. Lunar phases and mid-phases (observations indicate a mechanism with a 3-4 day delay) are times of greater probability for triggering particle cascades.

Figures 1 and 2 show the influence of these factors in histograms compiled from the analysis of 562 earthquakes. Table 1 lists the ten worst earthquakes in history, along with these factors in relation to their occurrence. The present level of solar activity is at a maximum and should increase earthquake occurrence.
 
TABLE 1. The Ten Worst Earthquakes in History*
* According to lives lost.
 
A new model of the Earth seems to be called for. There is extensive evidence for this conclusion that is beyond the scope of this paper—for example, relationships with hydrocarbon deposits, heavy metal ore deposits, weather centers, and gravity anomalies. This field system is a result of the condensing planetary nebula, and thereby a solar-terrestrial linkage will be apparent in observations.

As a result, gravitational effects are not the only influence; electrostatic time-varying effects also play a role. That is, relativistic physics, not Newtonian physics, are involved. Gravitational forces are indistinguishable from the mechanical forces in a concept called the Einstein Equivalence Principle. Gravitational mass is identical with inertial mass, and mass is equivalent to energy. The forces were present during the formation of the Earth and guided the alignment of minerals. It is a case of the weak and electromagnetic forces—the electroweak force—controlling gravitational forces.

Evidence indicates interaction between gravitational and electromagnetic fields in accord with general relativity. Non-gravitational forces are evident in the Earth-Moon system, and gravity has been observed to shift during solar eclipses, such as on June 30, 1954. The conclusion of the physicist who performed the original experiment has been relatively ignored. Such observations, he concludes, can be accounted for "only by the existence of a new field."
 

Richard Michael Pasichnyk (b. 1950) has taken a completely interdisciplinary approach to more than 17 years of study in the physical sciences and history to uncover the underlying basis of cycle synchronicity and unified theory. He also is editor of an information-based public service organization.
Quoted from:
Richard Pasichnyk (1990) - Solar and Lunar Cycles in Earthquakes: An Electrostatic Trigger.
In: 
Cycles magazine, Foundation for the Study of Cycles, November/December 1990 issue, pp. 321–327.
 
See also:

Friday, January 9, 2026

"Space-Time Forecasting of Economic Trends" | Muriel and Louis Hasbrouck

The Space-Time Structure, pioneered by the multidisciplinary partnership of Muriel and Louis Hasbrouck, functions as a sophisticated theoretical framework that interprets economic fluctuations through natural wave patterns and solar-electromagnetic forces. Muriel Elizabeth Bruce Hasbrouck (1890-1981), a Canadian scholar of comparative philosophy, intellectually shaped by Walter Russell's cosmogony, and author of the personality study "Pursuit of Destiny," provided the foundational insight into human behavior. 
 
Each 35.8-year cyclic wave from C crest to C crest is divided into 12 periods, covering about 3 years each (2.983 years, 35.796 months, or 1,089.51 days). The C to D period represents uncertainty and fear (as in 1930–1933). D to E brings temporary recovery (as in 1936). F to G is a time of reconstruction wherein psychological factors of the new trend appear (as in 1940–1953). From G, the pull from the peak ahead at C is clearly evident. Minor adjustments at A and B often are misread as threatening a depression (as in 1957 and 1962).
Her 1940 discovery, co-developed with her husband Abraham Louis M. Hasbrouck (1890-1979), established a predictive index for timing radio transmission disturbances—initially tested with Bell Telephone Laboratories—which later expanded to forecast earthquakes, volcanic eruptions, solar flares, and even missile launch failures in the early 1960s. They changed tracks when Louis noticed that many of the dates that Muriel generated coincided with stock market moves. Their scientific rigor was balanced by Louis, a Yale-educated Canadian World War I pilot and World War II officer with a deep background in finance. Having mastered investment at Bonbright and Company before becoming an independent counsel, Louis dedicated himself from 1930 onward to uncovering the natural laws underlying market fluctuations and shifting economic trends.  

 » Economically, it is a WAVE PATTERN of changing trends in collective instinct. «
 
Together, they conceptualized the universe as operating via rhythmic energy waves that constitute a persistent "Field" surrounding Earth. This field is continuously modulated by solar activity, planetary movements, and geomagnetic disturbances, creating a "wave pattern in time" that evokes biological and psychological responses in all living entities. Unlike mechanical or deterministic models, these waves do not repeat in identical cycles; rather, each represents a unique evolutionary progression within natural and human systems. Louis and Muriel Hasbrouck’s Space-Time Forecasting is a long-range economic and market forecasting system based on the premise that future conditions influence the present, rather than markets being driven solely by past data. 
 
The system holds that the Sun is a pulsating electromagnetic source whose energy radiates rhythmically through space, forming a dominant 35.8-year wave with embedded subcycles—most notably a nine-year rhythm divided into building, peak, and declining phases corresponding to economic expansion, inflation, and contraction. Planetary bodies do not cause events directly and are not interpreted symbolically; instead, their electromagnetic fields modulate and channel the solar field, altering the timing and intensity of energy reaching Earth. These interactions generate wave-like disturbances that affect all terrestrial systems, including collective human psychology.
Space-Time Trend Waves represent the changing flow of human energy and motivation at the socio-economic level. Each Wave follows an orderly, recognizable course from one peak of prosperity (C) to the next in about 36 years. Each Wave is divided into 12 interim phases averaging 3 years each, which can be qualitatively evaluated.
 Legend:
C Wave Crest, Prosperity Peak, followed by REVERSAL to D.
D to E Temporary Recovery.
F to G Start of rise toward next peak, with intimations of qualities of the new, incoming trend (as from 1941 to 1953).
G Activation of new trend toward next peak C.
A & B Minor interruptions of upward trend (as in 1957 and 1962).
C Wave Crest, Prosperity Peak.
History shows that during the reversal of trend following each Wave crest (C) new attitudes develop—social, political, and economic. This, as the Space-Time Structure of History reveals, is an important key to the evolution of civilization. Not only history, but modern science today substantiates the application of the Space-Time Structure as a unified field involving a natural linkage between space, time, and human behaviour. A "new hypothesis" in physics declares that such a linkage exists, that the mind of man and the wave properties of the electron are two extremes of the same thing, and that the "wave of the future" can be perceived in the evolutionary structure of the field.
Human behavior, mass sentiment, and markets are treated as electrical systems embedded within this solar-planetary field, making financial markets sensitive indicators of underlying energetic conditions. The Hasbroucks do not predict specific events or prices; they forecast conditions—states of economic pressure, instability, or expansion—analogous to weather forecasting, with events arising only when conditions reach critical thresholds. 
 
Time and space are considered inseparable, and the Space-Time Wave is visualized as a trend-like heartbeat whose expansions, contractions, and inflection points signal systemic transitions such as monetary regime changes. The system is presented as a bridge between electromagnetic field theory and empirical economic pattern recognition, rejecting traditional astrology and claiming validation solely through long-term forecasting consistency rather than short-term speculation.

The 35.8-year Saturn-Neptune cycle exactly matches the crest-to-crest Hasbrouck cycle.

In practical application, the structure identifies predictable cycles—often spanning approximately 35.8 years between peaks—which are further segmented into twelve distinct periods labeled A through G. These phases allow for the identification of critical turning points, such as the 1929 crash or mid-1960s economic shifts, serving as an early warning system for socio-economic disruptions.
 
Despite its predictive nature, the framework rejects fatalism, viewing each wave as a "new adventure" for human advancement rather than an inevitable repetition. By blending elements of physics, psychology, and investment finance, the Space-Time Structure offers a holistic methodology for navigating perpetual change, providing a roadmap for decision-making in finance, policy, and personal strategy.
 
 Muriel and Louis Hasbrouck, 1976.
 
Based on the structure of the 35.8-year Hasbrouck cycle, which spans from one prosperity crest (point C) to the next and is divided into 12 periods of approximately 2.983 years each, the period from early 2026 to around 2037 (around the maximum of solar cycle 26) corresponds to the latter stages of the current cycle commencing at the 2001 crest (around the maximum of solar cycle 23). 
 

Drawing from historical analogies (e.g., the 1929–1965 cycle), this timeframe aligns with the transition from reconstruction to the final upward phases leading to the projected 2037 crest. The phases are characterized below in approximate 3- to 5-year segments, reflecting grouped periods with their economic and psychological attributes:


2026–2029 (G to A phase, continuation of upward trend): This segment follows the activation point (G, around 2025), marking the sustained initiation of a new upward economic trajectory. It is characterized by strengthening trends, emerging optimism, and progressive recovery from prior reconstruction, with psychological factors fostering confidence and innovation toward the next peak.
2029 (A, minor interruption): A brief adjustment period interrupting the upward momentum, akin to historical pauses (e.g., 1957). It involves temporary setbacks, increased caution, or minor economic corrections, driven by psychological shifts toward reevaluation without derailing the overall ascent.
2029–2034 (A to B phase, further progression): Building on the prior interruption, this phase entails continued advancement with incremental adjustments. Economic growth resumes with refined strategies, supported by adaptive psychological responses that emphasize stability and gradual expansion amid evolving trends.
2034 (B, second minor interruption): Similar to the first interruption but later in the cycle (e.g., analogous to 1962), this involves another short-term disruption. It features heightened uncertainty or corrective measures, with psychological elements promoting resilience and preparation for the final push.
2034–2037 (B to C phase, final lead to crest): The concluding segment propels toward the prosperity crest (C, around 2037). It is defined by accelerating upward momentum, culminating in peak prosperity, with psychological drivers of enthusiasm and anticipation facilitating robust economic expansion and trend fulfillment.

For real? In Albania, Bhutan, Canada, and Zimbabwe? Time will tell.
 
Reference:

 
» Magnus Dominus noster, et magna virtus eius et Sapientiae eius non est numerus: 
laudate eum coeli, laudate eum Sol, Luna et Planetae, quocunque sensu ad percipiendum, 
quacunque lingua ad eloquendum Creatorem vestrum utamini: Laudate eum 
Harmoniae coelestes, laudate cum vos Harmoniarum detectarum arbitri. «
 
» Great is our Lord and great His virtue and of His wisdom there is no number:
 praise Him, ye heavens, praise Him, ye sun, moon, and planets, use every 
sense for perceiving, every tongue for declaring your Creator. Praise Him, 
ye celestial harmonies, praise Him, ye judges of the harmonies uncovered. «
 
Harmony of the World, Johannes Kepler, 1619  
 

See also: 

Wednesday, December 24, 2025

Pythagorean Harmonics in Multi-Millennial Solar Activity | Theodor Landscheidt

One of the first interdisciplinary approaches to a holistic understanding of our world was that of Pythagoras and his disciples. They created the theory of the fundamental significance of numbers in the objective world and in music. This theory reduced all existence to number, meaning that all entities are ultimately reducible to numerical relationships that link not only mathematics to music but also to acoustics, geometry, and astronomy. Even the dependence of the dynamics of world structure on the interaction of pairs of opposites—of which the even–odd polarity essential to numbers is primary—emerges from these numerical relationships. Pythagoras would have been pleased to learn of attractors opposing in character, created by simple feedback loops of numbers, and forming tenuous boundaries—dynamic sites of instability and creativity.

Pythagoras exploring harmony and ratio with various musical

Pythagorean thinking deeply influenced the development of classical Greek philosophy and medieval European thought, especially the astrological belief that the planetary harmony of the universe affects everything, including terrestrial affairs, through space–time configurations of cosmic bodies. People were intrigued by the precision of numerical relationships between musical harmonies, which deeply touch the human soul, and the prosaic arithmetical ratios of integers. This connection was first demonstrated by Pythagoras himself in the sixth century B.C. In his famous experiment, a stretched string on a monochord was divided by simple arithmetical ratios—1:2, 2:3, 3:4, 4:5, and 5:6—and plucked. It was a Eureka moment when he discovered that these respective partitions of the string create the consonant intervals of harmony.
 
One tone is not yet music. One might say it is only a promise of music. The promise is fulfilled, and music comes into being, only when one tone follows another. Strictly speaking, therefore, the basic elements of music are not individual tones but the movements between tones. Each of these movements spans a certain pitch distance. The pitch distance between two tones is called an interval. It is the basic element of melody and of individual musical motion. Melody is a succession of intervals rather than of tones. Intervals can be consonant or dissonant.
 
[ Nodes of a vibrating string are harmonics. Conversely, antinodes
—points of maximum amplitude—occur midway between nodes. ]
 
It was Pythagoras’ great discovery to see that the ratios of the first small integers up to six give rise to consonant intervals; the smaller these integers, the more complete the resonance. A string divided in the ratio 1:2 yields the octave (C–C), an equisonance of the fundamental tone. The ratio 2:3 yields the fifth (C–G); 3:4 the fourth (C–F); 4:5 the major third (C–E); and 5:6 the minor third. These correspond to the consonant intervals of octave, fifth, fourth, major third, minor third, and the sixth. The pairs of notes given in brackets are examples of the respective consonances.
 
The minor sixth, created by the ratio 5:8, seems to go beyond the limit of six. Yet eight—the only integer greater than six involved here—is the third power of two and thus a member of the series of consonant numbers. Eight is created by an octave operation, which produces absolutely equisonant tones. All authorities agree that, besides the equisonant octave, there are no consonant intervals other than the third, the fourth, the fifth, and the sixth. If more than two notes are to be consonant, each pair of them must also be consonant.
 
As mentioned already, the most complete consonance within the range of an octave is the major perfect chord C–E–G (4:5:6), which unites the major third and the fifth with the fundamental note. These concepts of harmony and consonant intervals are formed by the first terms in the series of overtones, or harmonics, produced by a vibrating string. [...] Whenever there is a musical sound, there is an addition of harmonics that relate the fundamental tone to an infinity of overtones, which influence the quality of the consonant fundamental. The overtones up to the sixth harmonic represent the consonant intervals: the octave, the fifth, the fourth, the major third, the minor third, and the sixth.

Figure 19
: Smoothed time series of consecutive impulses of the torque (IOT), with epochs indicated by dots. The resulting wave pattern corresponds to the secular cycle of sunspot activity. The average wavelength is 166 years, with each extremum occurring at mean intervals of 83 years, aligned with a maximum in the secular sunspot cycle. These maxima, as identified by Wolfgang Gleissberg, are marked by bold arrows. Minima occur when the wave approaches zero. This wave pattern reflects the influence of solar system configurations that generate impulses of the torque.

Figure 34
shows the combination of the consonant intervals known as the major sixth (3:5) and the minor sixth (5:8) as they emerge in solar-system processes over thousands of years. These intervals are marked by vertical triangles and large numbers. The curve depicts the supersecular variation of energy in the secular torque wave, part of which was shown in points along the curve represent epochs of extrema, labeled by Aₛ numbers from −64 to +28, corresponding to the period from 5259 BC to AD 2347. The mean cycle length is 391 years. Black triangles indicate maxima in the corresponding supersecular sunspot cycle, while open triangles indicate minima. When the energy exceeds certain quantitative thresholds, shown by hatched horizontal lines, a phase jump occurs in the correlated supersecular sunspot cycle. These critical phases are marked by vertical dotted lines. A new phase jump is expected around 2030.
It points toward a supersecular minimum comparable to the Egyptian minimum (E) around 1369 BC, a prolonged period marked by notable cooling and glacier advance. The ratio 3:5:8, representing the major and minor sixth, marks the intervals that separate these rare phase jumps indicated by the vertical dotted lines. The 317.7-year period of the triple conjunction of Jupiter, Saturn, and Uranus is also involved in this relationship, as shown by the small numbers beneath the large numbers at the top of the figure.
[...] Another confirmation of the hypothesis that consonant intervals play an important role with respect to the Sun's eruptional activity are the connections presented in Figure 34 that cover thousands of years. It has been shown in Figure 19 that consecutive impulses of the torque (IOT) in the Sun’s motion about the center of mass (CM) of the solar system, when taken to constitute a smoothed time series, form a wave-pattern the positive and negative extrema (±As​) of which coincide with maxima in the secular sunspot cycle. This Gleissberg cycle, with a mean period of 83 years, which modulates the intensity of the 11-year sunspot cycle, is in turn modulated by a supersecular sunspot cycle with a mean period of about 400 years. The Maunder Minimum of sunspot activity in the 17th century and a supersecular maximum in the 12th century are features of this supersecular cycle. It seems to be related to the energy in the secular wave presented in Figure 19.

This energy may be measured by squared values of the secular extrema ±As​. When these values are taken to form another smoothed time series, a supersecular wave emerges as plotted in Figure 34. It runs parallel with the supersecular sunspot cycle. Its mean period is 391 years, but it varies from 166 to 665 years. Each dot in the plot indicates the epoch of a secular extremum (±As​). These epochs are numbered from -64 to +28 and range from 5259 B.C. to 2347 A.D. Black triangles indicate maxima in the correlated supersecular sunspot curve and white triangles minima. The medieval maximum, which was together a climate optimum (O), the Spoerer Minimum (S), and the Maunder Minimum (M) are marked by respective abbreviations. The extrema in the supersecular wave properly reflect all marked peaks and troughs in the supersecular sunspot curve derived from radiocarbon data.
 
 
Angular Momentum and Past/Future Solar Activity, 1600-2200: JUP-NEP resonance of 22.13y mirrors Sun’s 22y magnetic cycle. JUP-NEP squares to solar equator align with 11y solar minima; sub-harmonics like JUP-URA-NEP at 11.09y track sunspot fluctuations. Centuries of data show minimal drift (0.6 ±1.5y), suggesting planetary periods act as solar activity pacemakers. 
  
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