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Harmonices Mundi #0507/ 2007 - Satoshi Kinoshita
HARMONICES MUNDI #0507/ 2007  
( Satoshi Kinoshita )

Series: Paintings: Landscape 2
Medium: Acrylic on non-stretched canvas
Size (inches): 36 x 24
Size (mm): 914 x 610
Catalog #: PA_0110
Description: Signed, titled, date, copyright in magic ink on the reverse.



Harmonices Mundi -

Harmonices Mundi (Latin: The Harmony of the Worlds, 1619) is a book by Johannes Kepler. It attempts to explain proportions and geometry in the planetary motions and the astrological aspects by relating them to harmonics (musical scales and intervals) [1] (also see Musica universalis). Kepler's The Harmony of the World is divided into five long chapters: the first is on regular polygons; the second is on the congruence of figures; the third is on the origin of harmonic proportions; the fourth on harmonic configurations in astrology; and the fifth on the harmony of the motions of the heavens.

According to Kepler, each planet produces musical tones during its revolution about the Sun, and the pitch of the tones varies with the angular velocities of those planets as measured from the Sun. Some planets "sing" relatively constant tones: for example, the Earth only varies a semitone (a ratio of 16:15), from mi to fa, between aphelion and perihelion, and Venus only varies by a tiny 25:24 interval. Kepler explains the reason for the Earth's small harmonic range:

"The Earth sings Mi, Fa, Mi: you may infer even from the syllables that in this our home misery and famine hold sway."

At very rare intervals all of the planets would sing together in 'perfect concord': Kepler proposed that this may have happened only once in history, perhaps at the time of creation.

In his previous book Astronomia nova, Kepler had put forward the first two laws of planetary motion. The third law, namely the proportionality of the cube of the average distance of a planet from the Sun and the square of the length of its year, was set out in Chapter 5 of this book, immediately after a long digression on astrology.

-en.wikipedia.org/wiki/Harmonice_Mundi



Short life history: Johannes Kepler (December 27, 1571 Weil der Stadt - November 15, 1630 Regensburg)

"…who had devoted himself passionately to the pursuit of deep insight into the nature of natural incidents, and who, despite all inner and outer difficulties also reached his high aim." - Albert Einstein in a pretext of a book about Johannes Kepler, 1949.

Johannes Kepler was born as child of protestant parents. He had six siblings, three of which died already at an early age. His father Heinrich Kepler, a learned merchant, hired out as mercenary soldier and scarcely was at home. When being a child Johannes fell ill with pocks, as a result of which he suffered from an eye illness and scars. In 1576 the family moved to Leonberg where Johannes attended first the German School and then the Latin School. In 1583 he passed the exam in Stuttgart and in 1584 he went to seminar Adelberg, a convent school. Two years later he was accepted at a higher seminar in Maulbronn, also a convent school. Made possible through a scholarship he began in 1589 with his studies in theology at the University of Tuebingen.

At this university also Michael Maestlin (1550–1631) was a teacher. He was professor for mathematics and astronomy and fought for spreading the Copernican theory. In this theory not the earth but the sun is at the centre of the solar system (heliocentric world view). In Tuebingen Kepler had first contacts with the heliocentric world view because he had discovered his liking for astronomy and mathematics. Kepler became a passionate believer. In 1591 he made his master’s degree successfully and continued his theological studies. In 1594 shortly before finishing his studies, he went to Graz to work there as landscape mathematician and teacher for mathematics.

In Graz the task of a landscape mathematician was to write astrological calendars. Kepler was very good in it and became quickly famous through his horoscopes. He continued to study mathematics and was busy with astronomical problems. In 1596 he published Mysterium cosmographicum, his first work on astronomy. The deeply religious Kepler was convinced that “the world” is built harmonically by the creator god.

In April 1597 he married Barbara Mueller. In the course of the counter-reformation in September 1598, all protestant clerics and teachers were driven out of Styria. Kepler had to leave the country. After some interim stops, he went in 1600 to the mathematician and court astronomer Tycho Brahe (1546–1601) in Prague.

Tycho Brahe was working for Emperor Rudolf II and had both the most exact empiric data and the most exact measuring instruments of his time. Kepler was assistant of Brahe and there he saw the possibility to test his astronomical theories empirically. As Brahe was more convinced of the geocentric world view and Kepler more of the heliocentric one their teamwork was disturbed. In the geocentric world view the earth, and not the sun is at the centre of the solar system. The deeply different characters of the two men added to this conflict. Thus for Kepler it was really difficult to get Brahe’s observation data, which were important for his work.

Brahe and Kepler together began the work about new, exact planet tables (Rudolfinian tables). Brahe set Kepler also the task to define the motion of the planet Mars. Astronomical observations had produced that the motion of Mars differed from a circle. This task was godsend for Kepler as he here, in the course of his thoughts, put the circular motion of planets into question and thought about elliptic ones. But this work was to keep him busy for some more years.

In 1601, after the death of Tycho Brahe, Kepler became imperialistic mathematician. Now Brahe’s astronomical observation data and his measuring instruments were at his disposal. In 1604 he wrote a report on a supernova watched by himself and worked on the Astronomia nova in which he wrote down his results about the orbit of planet Mars. In 1609 this work was published. In it are Kepler’s first two laws of planetary motion.

After Galileo Galilei (1564–1642) had watched the surface of the moon and the moons of Jupiter via a telescope and Kepler got to know this he also worked on optics. He developed an astronomical telescope and in 1611 he published a basic work on optics called Dioptrice. In July 1611 Kepler’s wife Barbara died. In 1612, after the death of Rudolf II, his brother Matthias became emperor. After hostile troops came to Prague, forayed plundering and drove the Lutherans out of the city, Kepler tried to get a job in Linz. With the approval of the new emperor Matthias he was allowed to take over the job of the landscape mathematician there.

In October 1613 he married his second wife, Mrs Susanne Reuttinger. In Linz Kepler worked still on the Rudolfinian tables. In his world harmony with which he also worked in Linz Kepler searched for a harmonic model of the universe. He worked out the theoretical basics of music. In July 1619 he published his results concerning the world harmony in a five-volume book. It was called Harmonices mundi. The fifth volume contained Kepler’s Third Law of Planetary Motion (see below). In Linz he completed two more works: the Epitome astronomiae copernicanae and the Tabulae Rudolphinae.

In 1615 Kepler’s mother Katharina was accused of wizardry in Leonberg. Kepler himself defended her. But it took six years until she was absolved. In 1618 the Thirty Years’ War had begun.

Kepler left Linz with his family in 1626 because of the pressure of the counter-reformation and went to Ulm. There he finished his work on the Rudolfinian tables which were printed in 1627 (Tabulae Rudolphinae). To facilitate the commerce he received in Ulm also the order to determine new measuring units.

In the year 1628 he went to the Silesian town Sagan to work there as mathematician for his protégé Albrecht von Wallenstein (1583–1634). On November 15, 1630 when being in Regensburg Johannes Kepler died. He was next to Galileo Galilei and Isaac Newton (1643–1727) one of the most important natural scientists of modern times. His grave in Regensburg was destroyed a few years later in the disturbances of the Thirty Years’ War.

-www.einstein-website.de/biographies/
kepler_content.html


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Series Paintings: Landscape 2
Conception Synchromy #0206_2/ 2006Metamorphose Executed #0206/ 2006Harmonices Mundi #0506/ 2006Harmonices Mundi #0606_1/ 2006Harmonices Mundi #0606_2/ 2006Harmonices Mundi #0606_3/ 2006Harmonices Mundi #0606_4/ 2006Metamorphosis #0407_1/ 2007Metamorphosis #0407_2/ 2007Metamorphosis #0407_3/ 2007Harmonices Mundi #0507/ 2007Metamorphosis #0507_1/ 2007
Metamorphosis #0507_2/ 2007Metamorphosis #0507_3/ 2007Metamorphosis #0507_4/ 2007Metamorphosis #0507_5/ 2007Metamorphosis #0507_6/ 2007Metamorphosis #0507_7/ 2007Metamorphosis #0507_8/ 2007Flag For Global Warming (How Lucky I Am Not To Be A Penguin)/ 2007Aquarium - Jellyfish Tank/ 2007HARMONICES MUNDI #0707/ 2007Nutopian International Anthem - This land is your land?Reminiscence #0807/ 2007
Psychedelia - Summer Of Love 2007 #0807/ 2007 Étude Marron ou Étude au Piano (Study in Brown or Study for Piano) #0807/ 2007Interstellar Space #0807/ 2007DUI - N - NON 2 #0807/ 2007Intolerance of ambiguity #0807/ 2007Divine Intervention #0907/ 2007Psychedelia-Metamorphosis #0907/ 2007Planetary Movement #0308/ 2008Celestial Harmony #0308/ 2008Celestial Harmony #1008_2/ 2008In Memory of Elizabeth N.R. #1108/ 2008Absolution #1208/ 2008
Der Siebente Ring (The Seventh Ring) #0309/ 2009De Caelo (or On the Heavens) #0609/ 2009Reminiscence #0110/ 2010Metamorphosis - The Portrait of Mr. S.K. #0110/ 2010Constancy Phenomenon #0210/ 2010Metamorphosis #0210/ 2010Celestial Harmony #0210/ 2010Music of the spheres #0310_1/ 2010Music of the spheres #0310_2/ 2010Metamorphic Insight Into Dreams (Before) #0410/ 2010Metamorphic Insight Into Dreams (After) #0410/ 2010Harmonices Mundi #1112/ 2012
Biography of 'Satoshi Kinoshita'
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