Galileo and the Copernican Revolution
Overview of Galileo Galilei and Johannes Kepler
Contemporaries: Galileo Galilei (G) and Johannes Kepler (K) were contemporaries in the field of astronomy.
Impressions in their Lifetimes:
G overshadowed K during their lifetimes, yet K’s significantly improved astronomical charts and the simplicity of his version of the Copernican theory were essential to the Copernican revolution.
Both played pivotal roles in shaping modern astronomy.
Connection of Physics and Astronomy in Post-Copernican World
G's Role:
G is recognized as crucial for uniting the fields of astronomy and physics following the Copernican revolution.
His work integrates astronomy, physics, theology, and philosophy.
Shift in Scientific Views:
In the Aristotelian/Ptolemaic system, physics and astronomy were interconnected, only to become distinct in the late Middle Ages.
G’s achievements can be seen as a replacement of Aristotelian natural philosophy's components with a more updated perspective.
Replacing Aristotelian Elements
Replacement of Elements:
G replaced the classical five elements (earth, air, fire, water, aether) with a single element – matter.
He transformed the Aristotelian explanations for change (such as circular motion and growth) into perspectives akin to Kepler’s clockwork metaphor.
This transformation marks a critical shift away from experiential understanding towards a more mathematical-based framework.
Primary vs. Secondary Qualities:
G made the vital distinction between primary qualities (such as shape and quantity) and secondary qualities (like taste and sound).
A notable line from his work, The Assayer, states: "The book of the universe is written in the language of mathematics."
The Perception of G's Work
Opposition by Aristotelians:
Due to his reliance on mathematics, G's work was perceived by Aristotelian scholars as overly abstract and disconnected from tangible experiences.
Galileo's Innovations in Astronomy
Telescope Development:
The principles of the telescope were discovered accidentally in 1608 by boys experimenting in a lens shop.
G quickly improved upon the design, being among the first to employ it for astronomical purposes, publishing his results starting in 1610.
Unity of Terrestrial and Celestial Mechanics:
G concluded that mountains on the moon share similarities with those on Earth, challenging Aristotle's separation of terrestrial and celestial phenomena.
He posited that if there is only one type of matter, there must be a single type of natural motion.
G questioned the meaning of “weight” with respect to celestial bodies and noted that a physical cause was necessary for planetary and rotational motion.
Development in Terrestrial Physics
Progress in Terrestrial Physics:
Although G recognized the need for a physical understanding of celestial motions, his primary advancement was in terrestrial physics, where he viewed earthly motions as logical and predictably mathematical.
Introduced the notion that the path of an arrow could be described mathematically, paralleling celestial dynamics; he recognized the parabola as a model for motion.
G shifted the scientific inquiry from "why do rocks fall?" to "how do rocks fall?" marking a profound progression in scientific methodology.
Mechanical vs. Organic Models of Science
Comparison of Models:
G’s model was mathematical and mechanical, diverging from Aristotle’s qualitative and organic explanation of physics.
His models drew from Archimedes’ simple machines, such as levers and inclined planes, paving the way for a mechanical interpretation of science.
Unexplored Terrains:
Acknowledgement that a full exploration of the implications of these ideas would require more detailed examination than provided in this brief note.
G's Understanding of Matter and Motion
Concept of Matter:
It was initially counterintuitive for G to conceptualize generic matter, as Aristotle identified four types of terrestrial substances categorized by heaviness and lightness.
G aimed to define weight similarly to heaviness, struggling to form a clear, measurable notion due to the lack of a defined concept of mass.
Experiments and Measurements
Measurement Techniques:
G resorted to experiments involving inclined planes and water flow for timing, since he recognized the need to establish a method to quantify motion.
Mathematical Laws:
He endeavored to derive a mathematical relationship connecting the speed of falling objects with the distance they fall, eventually discovering the law that distance is proportional to time squared d \ ext{ } \ ext{proportional to} ext{ } t^2 (independent of its weight).
Thought Experiments and Challenges to Aristotelian Views
Thought Experiments:
G engaged in significant thought experiments, which raise questions about the nature of experimentation and argumentation in science.
Illustrations of these thoughts included discussions about vertical and horizontal motions, leveraging scenarios such as a ball dropped from a tower and frictionless planes to challenge established notions of motion.
Observation and Independence of Motion Types:
G highlighted how an object's fall directly downward does not confirm either the earth's stationary state or its uniform motion, emphasizing the independence of vertical and horizontal motion.
The Reception of G's Telescopic Discoveries by the Church
Initial Acceptance:
Initially, G's discoveries, including the moons of Jupiter and the phases of Venus, were received with interest by the Church, who saw them consistent with Scripture and supportive of the divine creation of a vast universe.
Growing Suspicion from the Church:
Over time, the Church adopted a more intolerant and authoritarian stance towards scientific advancement due to rising pressures from Protestant heresies.
Their initial willingness to allow Copernican views for instructional purposes was retracted; it needed to be presented as merely instrumental rather than the truth.
Galileo's Legal and Ecclesiastical Challenges
Conflict Development:
G experienced conflicts due to derogatory comments against Aristotelian scholars in his work Dialogue, leading to additional tensions with authority figures in the Church.
The Inquisition eventually led to his condemnation when he was forced to recant his beliefs concerning the motion of the earth.
Consequences:
G suffered public humiliation and was placed under house arrest, although he faced threats of torture, he was never tortured.
His later explanations and attempts at compromise did not ease the Church's condemnation, revealing a profound struggle between emerging scientific perspectives and established religious doctrines.