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The legend of Archimedes’ burning mirrors is too good to die, regardless of how much evidence is presented to refute it. The legend is ever captivating—even after 2300 years: a city under attack, a solitary genius who rescues the city, a spectacular military weapon, and the reduction of the attacking forces to ashes.
Over the centuries many attempts have been made to demonstrate how Greek forces under Archimedes might have used mirrors to set aflame invading Roman ships that were attacking their city of Syracuse in 213 BC. Most such reenactments have involved the use of flat mirrors individually aimed by “Greek soldiers” to reflect the sun’s rays onto a single point on a small wooden boat. Such reconstructions are now proliferating because of the ease of worldwide communication through television and the internet.
These reconstructions always portray the invading Roman ships attacking under ideal conditions for the Greek defenders. Also, the Roman soldier-enactors, if any are present, do not ever attempt to extinguish even a small, smoldering flame that could grow and slowly reduce the vessel to ashes.
Following is a list of diverse reasons (historical, military, mathematical and other) why Archimedes did not use burning mirrors in the Siege of Syracuse.
HISTORICAL REFUTATIONS
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MILITARY REFUTATIONS
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PRACTICAL REFUTATIONS
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Some proponents of the burning-mirrors legend propose that a single large parabolic mirror was used rather that many individual flat mirrors. Usually a paraboloid with a focal length of about 50 meters (164 feet; the approximate range of a “bowshot”) is taken. This proposal, however, is based on a misunderstanding of the focal properties of parabolic mirrors. Below are some discussion points on this matter:
All of the above considerations show why a single large parabolic mirror would be hopelessly impractical. Many individual, tiltable flat mirrors are a much more practical solution to setting a fire at a distance. Individual flat mirrors would constitute a disconnected segmentation of a paraboloid whose focal length and axis of symmetry can be varied by adjusting the orientations of the flat mirrors. Additionally, they would be just as effective if the combined surface area of the flat mirrors is equal to the surface area of the single parabolic mirror. The optimal utilization of flat mirrors requires that they be elliptical in shape and of a size that a Roman soldier situated at the target on his ship should see a reflection of the complete solar disk filling each of the tilted mirrors aimed at the ship. If a hundred flat mirrors were aimed at him, he should be able to see a hundred reflections of the sun. |
NOTES
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