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    • 2013 Publication

CHALLENGING WHAT WE THINK WE KNOW

Editors Note: This article by Eric M. (’14) is an explanation of part of Thomas Kuhn’s “The Structure of Scientific Revolution” that he was required to read for the Experimentum Crucis symposium. 
Would you believe if someone told you that the reason that earth-like objects, such as rocks, fall because they want to be in their natural state with the earth? Of course not! We believe in gravity, and there doesn’t seem to be any problem with our current explanation of why things fall to the earth. For almost two millennia, however, people believed that this was the case- and that short explanation is only a fragment of a much larger theory called Aristotelian Physics. It wasn’t until scientists like Copernicus and Galileo performed their experiments that people realized that Aristotelian physics wouldn’t work. So why was Aristotle’s theory kept around for so long, even though we now know that he was wrong?

Thomas Kuhn, the author of The Structure of Scientific Revolutions, argues that the lack of change is because a challenge to Aristotle’s theory was not posited; there was no real need for change. As far as everyone was concerned during these two millennia, Aristotelian Physics worked. The average person could look at their world and see all of Aristotle’s theories in action, so he must have been right. In fact, people were so certain that Aristotle was right that you could be executed for going against his ideas. That certainly did not help the progression of his ideas into what we believe today.

Once scientists like Galileo performed their experiments people realized there were flaws in Aristotle’s theories. There were now several holes in Aristotle’s theories that couldn’t be explained in any way. Now there had to be a change in what people believed how physics worked. Newton and several others helped develop the idea of what we know to be as gravity today, which further explained what Aristotle had seen, as well as addressed the flaws seen in his theories. Although people might have had ideas in the early centuries similar to those now commonly accepted, there was no way that these would have become widespread because there was no reason for change.

Another enduring theory from the past that fits this idea is the phlogiston theory. This theory explained why objects combusted; if they combusted then they were rich in phlogiston, and as they burned the object released this phlogiston into the air. The air could only hold a certain amount of phlogiston, so once the air was saturated combustion stopped. This idea was held as true until Robert Boyle found that some metals gained mass when burned, which was thought as strange because objects were supposed to lose phlogiston. This counter-evidence was not enough to deter the firm believers of phlogiston who changed the theory to include that phlogiston had negative weight; what seems to us a desperate attempt at keeping the theory intact. Once enough counter-evidence mounted against the phlogiston theory, it clearly had to change.

Once we believe in certain facts, it is hard to think about any other possibilities besides what we believe. It is only once these facts are fundamentally challenged that the prospect of change can occur. 


Kuhn, Thomas S. The Structure of Scientific Revolutions. Chicago, IL: University of Chicago Press, 1996. 
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  • Home
  • Who We Are
  • HOW TO SUBMIT
  • Past Publications
    • 2019 Publication >
      • Scientific Research
      • Mathematical Exploration
      • Scientific Exploration
      • Computer Science
    • 2018 Publication >
      • Artistic Creations
      • Historical and Current Explanations
      • Mathematic and Scientific Exploration
      • Scientific Research
    • 2017 Publication >
      • Artistic Creations
      • Historical and Current Explanations
      • Mathematic and Scientific Exploration
      • Reactions and Responses
      • Scientific Research
    • 2016 Publication >
      • Historical and Current Explanations
      • Mathematic and Scientific Explorations
      • Scientific Research
      • Reactions and Responses
      • Artistic Creations
    • 2015 Publication >
      • Historical and Current Explanations >
        • Bell Curves
        • Birds Vs. Turbines
        • Energy in the Obama Era
        • The Future of Neuroscience
        • Gender Gap in Math
        • GMOs--Yes or No?
        • The History of Minecraft: How a Swedish Indie Game Came to Dominate the World
        • The Effect of Prozac on the Brain
        • Philae Lander's Discovery of Organic Molecules
        • Advantages and Disadvantages of Wind Turbines
        • Your Own Worst Enemy: An Overview of Lupus
        • The Methylhex Ban
        • The Effect of Lyme Disease on the Immune system
        • Infectious Mononucleosis
        • Replacing CFCs
        • The Switch
      • Mathematic and Scientific Explorations >
        • The 43rd Figure
        • The Clock
        • The Collatz Conjecture
        • Constructing a Soccer Ball
        • Determining how Ballparks Affect Batter's Ability to Create Hits
        • The Rotating Conundrum
        • Pythagorean Puzzle
        • Mathematic and Scientific Explorations
        • Kinetics Lab
        • Math in the Restaurant Business
        • Math as a Vessel for Social Change
        • Sustainability of Bottled Vs. Tap Water
        • Thoughts on the Lottery
        • Understanding Player Efficiency Rating
      • Scientific Research >
        • Communicating With Computers
        • The Mystery of Asthma
        • The Nanoscopic War Against Cancer
        • Phytochemistry
        • Solving the energy crisis with Intermediate Band Solar Cells
        • A Pain That Never Ends
        • Rapamycin Resistance
        • Ampacity of a Single Core Horizontal Cable
        • Morphological Properties of Texting Acronym Formation
        • cGAS and STING Expression
      • Reactions and Responses >
        • Can Humans Survive the Climate Crisis?
        • My Experience as a Teacher's Assistant
        • Ted Talk Responses
        • Teens For Food Justice
      • Artistic Creations >
        • Chandelier
        • Deltoidal Hexacontrahedon
        • Dodecahedron Card Trick
        • Eye of the Triangle
        • Free Radric Delantic Davis
        • The Grid
        • What Does A Randomly Composed Song Sound Like?
        • Science Wing Mural
    • 2014 Publication >
      • Cover Photo
      • Artistic Creations >
        • Art Using the Fibonacci Sequence
        • Computer Generated Architecture and Designs
        • Mathematical Landscape
        • Math Art
        • Math in Music
      • Historical and Current Explanations >
        • Algae Bio-Fuel
        • An Energy Alternative
        • Clean Energy In Transportation
        • Calorie Restriction
        • Creating Energy in the Modern World
        • Dietary Intervention Impact on Gut Microbial Gene Richness
        • Earthly Applications for NASA Technology
        • Explaining Relative Motion
        • Exploring Artificial Inteligence
        • Gamma Function
        • How Leaves Work
        • Hydrogen Fuel Cells
        • Music and Brain Development
        • Programming Calculators
        • The Science of Microsatellites
        • Sci-Fi Taser
        • Sloane's Gap
        • Sustainable Energy: Why Some Ideas Shine Brighter than Others
        • Understanding The Galvanic Cell
        • The Virus: Our Unforeseen Philosopher's Stone
        • What Are Fuel Cells and How Do They Work?
      • Mathematic and Scientific Explorations >
        • Astrocytes Expressing ALS-Linked Mutated SOD1 Release Factors Selectively Toxic to Motor Neurons
        • Big Bang
        • Dictyostelium Discoideum
        • The Future of Solar Cell Technology
        • And Many More...
      • Reactions and Responses >
        • Alternative Energy Sources, New but Unused
        • An Insight Into the Curious World of Ethnobotany
        • Challenging What We Think We Know
        • The Current State of American Education
        • Discovering New Numbers
        • Interview With an Architect
        • Life of Pi Response
        • Mathematical Art Video Commentary
        • Missing from Science Class
        • The Museum of Math
        • The Inside Scoop on a Real Mathematician
    • 2013 Publication