Aristotle's scientific method
Aristotle defines his "idea" referring to the unconditional basis of
phenomena. Both student and master regard philosophy as
universal; Aristotle, however, found the universal in
particular things, which he called the essence of things, while Plato finds that the universal exists apart from particular things, and is related to them as their
prototype or
exemplar. For Aristotle, therefore, philosophic method implies the ascent from the study of particular phenomena to the knowledge of essences, while for Plato philosophic method means the descent from a knowledge of universal ideas to a contemplation of particular imitations of those ideas. In a certain sense, Aristotle's method is both
inductive and
deductive, while Plato's is essentially deductive from
a priori principles.
In Aristotle's terminology, "natural philosophy" is a branch of philosophy examining the phenomena of the natural world, and included fields that would be regarded today as
physics, biology and other
natural sciences. In modern times, the scope of
philosophy has become limited to more generic or abstract inquiries, such as ethics and metaphysics, in which logic plays a major role. Today's philosophy tends to exclude empirical study of the natural world by means of the
scientific method. In contrast, Aristotle's philosophical endeavors encompassed virtually all facets of intellectual inquiry.
In the larger sense of the word, Aristotle makes philosophy coextensive with
reasoning, which he also would describe as "science". Note, however, that his use of the term
science carries a different meaning than that covered by the term "
scientific method". For Aristotle, "all science (
dianoia) is either practical, poetical or theoretical." By
practical science, he means ethics and politics; by poetical science, he means the study of poetry and the other fine arts; by theoretical science, he means physics,
mathematics and metaphysics.
If logic, or, as Aristotle calls it,
analytic, is regarded as a study preliminary to philosophy, the divisions of Aristotelian philosophy would consist of: (1)
Logic; (2) Theoretical Philosophy, including
Metaphysics, Physics, Mathematics, (3) Practical Philosophy and (4) Poetical Philosophy.
In the period between his two stays in Athens, between his times at the Academy and the Lyceum, Aristotle conducted most of the scientific thinking and research for which he is renowned today. In fact, most of Aristotle's life was devoted to the study of the objects of natural science. Aristotle’s metaphysics contains observations on the nature of numbers but he made no original contributions to mathematics. He did, however, perform original research in the natural sciences, e.g., botany, zoology, physics, astronomy, chemistry, meteorology, and several other sciences.
Aristotle's writings on science are largely qualitative, as opposed to quantitative. Beginning in the sixteenth century, scientists began applying mathematics to the physical sciences, and Aristotle's work in this area was deemed hopelessly inadequate. His failings were largely due to the absence of concepts like mass, velocity, force and temperature. He had a conception of speed and temperature, but no quantitative understanding of them, which was partly due to the absence of basic experimental devices, like clocks and thermometers.
His writings provide an account of many scientific observations, but there are some curious errors. For example, in his
History of Animals he claimed that human males have more teeth than females. In a similar vein, Galileo showed by simple experiments that Aristotle's theory that the more massive object falls faster than a less massive object is incorrect.
In places, Aristotle goes too far in deriving 'laws of the universe' from simple observation and over-stretched
reason. Today's
scientific method assumes that such thinking without sufficient facts is ineffective, and that discerning the validity of one's hypothesis requires far more rigorous experimentation than that which Aristotle used to support his laws.
Aristotle also had some scientific blind spots, the largest being his inability to see the application of mathematics to physics. Aristotle held that physics was about changing objects with a reality of their own, whereas mathematics was about unchanging objects without a reality of their own. In this philosophy, he could not imagine that there was a relationship between them. He also posited a flawed cosmology that we may discern in selections of the
Metaphysics, which was widely accepted up until the 1500s. From the 3rd century to the 1500s, the dominant view held that the Earth was the center of the universe (
geocentrism). This scientific concept, as proposed by Aristotle and Plato was later adopted as dogma by the Roman Catholic Church because it placed mankind at the center of the universe, and scientists who disagreed, such as
Galileo, were considered heretics. This erroneous concept was eventually rejected.
Aristotle's scientific shortcomings should not mislead one into forgetting his great advances in the many scientific fields. For instance, he founded logic as a formal science and created foundations to biology that were not superseded (in the West) for two millennia. Moreover, he introduced the fundamental notion that nature is composed of things that change and that studying such changes can provide useful knowledge of underlying constants. This made the study of physics, and all other sciences, respectable. In actuality, however, this observation transcends physics into metaphysics.