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Galileo continued to receive visitors until
1642, when, after suffering fever and heart palpitations, he died on 8 January
1642, aged 77. The Grand Duke of Tuscany, Ferdinando II, wished to bury him in
the main body of the Basilica of Santa Croce, next to the tombs of his father
and other ancestors, and to erect a marble mausoleum in his honour. These plans
were scrapped, however, after Pope Urban VIII and his nephew, Cardinal
Francesco Barberini, protested,because Galileo was condemned by the Catholic
Church for "vehement suspicion of heresy". He was instead buried in a
small room next to the novices' chapel at the end of a corridor from the
southern transept of the basilica to the sacristy. He was reburied in the main
body of the basilica in 1737 after a monument had been erected there in his
honour; during this move, three fingers and a tooth were removed from his
remains. One of these fingers, the middle finger from Galileo's right hand, is
currently on exhibition at the Museo Galileo in Florence, Italy.
Galileo Galilei.
Galileo Galilei (15 February 1564 – 8 January 1642),
was an Italian physicist, mathematician, astronomer, and philosopher who played
a major role in the Scientific Revolution. His achievements include
improvements to the telescope and consequent astronomical observations and
support for Copernicanism. Galileo has been called the "father of modern
observational astronomy", the "father of modern physics", the
"father of science", and "the Father of Modern Science".
His contributions to observational astronomy include
the telescopic confirmation of the phases of Venus, the discovery of the four
largest satellites of Jupiter (named the Galilean moons in his honour), and the
observation and analysis of sunspots. Galileo also worked in applied science
and technology, inventing an improved military compass and other instruments.
Early life.
Galileo was born in Pisa (then part of the Duchy of
Florence), Italy, the first of six children of Vincenzo Galilei, a famous
lutenist, composer, and music theorist, and Giulia Ammannati. Gaileo became
an accomplished lutist himself and would have learned early from his father a healthy
skepticism for established authority,the value of well-measured or quantified
experimentation, an appreciation for a periodic or musical measure of time or
rhythm, as well as the illuminative progeny to expect from a marriage of
mathematics and experiment. Three of Galileo's five siblings survived infancy, and
the youngest Michelangelo (or Michelagnolo) also became a noted lutenist and
composer, although he contributed to financial burdens during Galileo's young
adulthood. Michelangelo was incapable of contributing his fair share for their
father's promised dowries to their brothers-in-law, who would later attempt to
seek legal remedies for payments due. Michelangelo would also occasionally have
to borrow funds from Galileo for support of his musical endeavors and
excursions. These financial burdens may have contributed to Galileo's early
fire to develop inventions that would bring him additional income.
Career as a scientist.
Although he
seriously considered the priesthood as a young man, at his father's urging he
instead enrolled at the University of Pisa for a medical degree. In 1581, when
he was studying medicine, he noticed a swinging chandelier, which air currents
shifted about to swing in larger and smaller arcs. It seemed, by comparison
with his heartbeat, that the chandelier took the same amount of time to swing
back and forth, no matter how far it was swinging. When he returned home, he
set up two pendulums of equal length and swung one with a large sweep and the
other with a small sweep and found that they kept time together. It was not
until Christiaan Huygens almost one hundred years later, however, that the
resonant nature of a swinging pendulum was used to create an accurate timepiece.
To this point, he had deliberately been kept away from mathematics (since a
physician earned so much more than a mathematician) but upon accidentally
attending a lecture on geometry, he talked his reluctant father into letting
him study mathematics and science instead. He created a grossly inaccurate
thermoscope (now commonly referred to as a Galileo thermometer) in an attempt
to measure temperature and in 1586 published a small book on the design of a
hydrostatic balance he had invented (which first brought him to the attention
of the scholarly world).
Astronomy.
Based only on uncertain descriptions of the
first practical telescope, invented by Hans Lippershey in the Netherlands in
1608, Galileo, in the following year, made a telescope with about 3x
magnification. He later made improved versions with up to about 30x
magnification. With a Galilean telescope the observer could see magnified,
upright images on the earth—it was what is commonly known as a terrestrial
telescope or a spyglass. He could also use it to observe the sky; for a time he
was one of those who could construct telescopes good enough for that purpose.
On 25 August 1609, he demonstrated one of his early telescopes, with a
magnification of about 8 or 9, to Venetian lawmakers. His telescopes were also
a profitable sideline for Galileo selling them to merchants who found them
useful both at sea and as items of trade. He published his initial telescopic
astronomical observations in March 1610 in a brief treatise entitled Sidereus
Nuncius (Starry Messenger).
Technology.
Galileo made a number of contributions to what
is now known as technology, as distinct from pure physics. This is not the same
distinction as made by Aristotle, who would have considered all Galileo's
physics as techne or useful knowledge, as opposed to episteme, or philosophical
investigation into the causes of things. Between 1595 and 1598, Galileo devised
and improved a Geometric and Military Compass suitable for use by gunners and
surveyors. This expanded on earlier instruments designed by Niccolò Tartaglia
and Guidobaldo del Monte. For gunners, it offered, in addition to a new and
safer way of elevating cannons accurately, a way of quickly computing the
charge of gunpowder for cannonballs of different sizes and materials. As a
geometric instrument, it enabled the construction of any regular polygon,
computation of the area of any polygon or circular sector, and a variety of
other calculations. Under Galileo's direction, instrument maker Marc'Antonio
Mazzoleni produced more than 100 of these compasses, which Galileo sold (along
with an instruction manual he wrote) for 50 lire and offered a course of
instruction in the use of the compasses for 120 lire.
In 1612,
having determined the orbital periods of Jupiter's satellites, Galileo proposed
that with sufficiently accurate knowledge of their orbits one could use their
positions as a universal clock, and this would make possible the determination
of longitude. He worked on this problem from time to time during the remainder
of his life; but the practical problems were severe. The method was first
successfully applied by Giovanni Domenico Cassini in 1681 and was later used
extensively for large land surveys; this method, for example, was used by Lewis
and Clark. For sea navigation, where delicate telescopic observations were more
difficult, the longitude problem eventually required development of a practical
portable marine chronometer, such as that of John Harrison. In his last year,
when totally blind, he designed an escapement mechanism for a pendulum clock
(called Galileo's escapement), a vectorial model of which may be seen here. The
first fully operational pendulum clock was made by Christiaan Huygens in the
1650s.
Mathematics.
While
Galileo's application of mathematics to experimental physics was innovative,
his mathematical methods were the standard ones of the day. The analysis and
proofs relied heavily on the Eudoxian theory of proportion, as set forth in the
fifth book of Euclid's Elements. This theory had become available only a
century before, thanks to accurate translations by Tartaglia and others; but by
the end of Galileo's life it was being superseded by the algebraic methods of
Descartes.
Galileo produced one piece of original and even
prophetic work in mathematics: Galileo's paradox, which shows that there are as
many perfect squares as there are whole numbers, even though most numbers are
not perfect squares.
Death.
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