Tom Swift

Tom Swift

Tom Swift Academy

Education for a future worth living in.

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Tom Swift
Sep 01, 2025
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All great advances in technology and science rest on the foundation of technical education. Even the self taught inventor must educate himself with books of science. Technical education not only forms the minds of inventors, scientists and engineers, but indeed defines the very nature of a civilization. The fundamental reason for this is that mathematics is as much an underlying principal of art as it is of science. Euclid’s Elements, the mathematical foundation of the classical world, corresponds perfectly with the elevation of space-filling sculpture as that era’s highest form of art. The changing quantities of Newton’s Principia are a reflection of the complex harmonies of classical music, the principal art of our own Western civilization. As we enter an era in which the old society is collapsing and a new one is forming, a novel form of technical education must be developed for the new world.

As an image of this new world begins to come into greater clarity, a time is coming of both great peril and great opportunity. It has become all too clear that the scientific establishment we have come to depend upon has in the past five decades shriveled away to a hollow shell of what it was once intended to be. The encircling grasp of digital involution threatens the emergence of a new Dark Age, in which context collapse and the erosion of learning has destroyed the common knowledge held by mankind.

Yet immense advances in electronic computation and communication, and the much reduced cost of scientific equipment allow for a growing number of experiments to be conducted outside of the ivory tower. Thus in this age of increasing chaos, scientific discoveries increasingly shall result from research within the private sector. Therefore, whatever advances emerge in the next Heroic Age of Invention will almost certainly be the work of Gentleman Scientists. However, acquiring the skills necessary to become one independently often appears to be a Herculean task. Would-be scientists and inventors still turn to the crumbling universities to learn the fundamentals of science and mathematics, but encounter a profoundly uninspiring ethos; a culture suited only to shaping the next cohort of corporate drones.

For these reasons, methods of instruction in the fundamentals of mathematics and engineering above and beyond the standard university sequence must be developed. To this end, the Tom Swift Academy was created. It is now entering a more concrete phase of development, and learning modules in mathematics, science and engineering will be published through the coming months at weekly intervals.

A proper education consists of memorization, practice, and periods of deeper study and reflection. Therefore, these modules will consist of articles, interactive training units, and recommended reading. While there is much online material covering the fundamentals of web development and other topics in computer science, there is surprisingly little relating to calculus and university physics. Therefore, the first lessons in Tom Swift will cover roughly the mathematical and scientific material encountered in the first two years of engineering school.

The initial subjects shall be mathematics, physics and electrical engineering in a scheme organized as follows. My series covering the Great Pursuits will be the laboratory component of this program. Bullet points in the academic catalog will go live as content is developed, so be sure to check this page regularly.

Mathematics

  • Base Systems

  • Discrete Math

  • The Derivative

  • Calculating Derivatives

  • The Integral

  • The Definite Integral

  • The Partial Derivative

  • Calculating Partial Derivatives

  • The Multiple Integral

  • Calculating Multiple Integrals

Physics (simulations will be created both with and without calculus)

  • Mechanics

  • Heat

  • Sound

  • Light

  • Electricity

  • Magnetism

  • Radiation

Electrical Engineering

  • Ohm’s Law

  • Kirchhoffs’s Laws

  • RLC Circuits

  • AC Circuits

  • Transistors

  • Diodes

  • Logic Gates

  • Microcontrollers

  • Scientific Computing

Laboratory

  • The Great Pursuits

Units may be augmented with new interactive exercises and videos after their release date, so be sure to review previous units from time to time. This video is a brief overview of the Fourth Dimension analogues of some Platonic solids.

Some exercises are problem generators:

Click on the image to enter.

Others are interactive simulations:

Click on the image to enter.

Countering digital involution is still the fundamental purpose of Tom Swift. As such, there will be recommended reading with each unit. These assignments shall be drawn from a corpus of knowledge known as the Tom Swift Library. This consists of various works of public domain material, drawn from Project Gutenberg or otherwise available in PDF form. As no true scholarship can be conducted without physical volumes, on a somewhat further horizon I fully expect to make these forgotten technical titles available through print-on-demand.

Complementary to the reading list is an archive of informational films. Most of these films date from the era of the Space Age, and are hence an excellent way to acquire the mindset of that time …

In time, these will be integrated into the learning units in places where they are most useful. I suspect that they shall provide a helpful antidote to the degenerate modernity to which far too many Tom Swift students will have been accustomed.

Even a modicum of this lost learning will make you well-versed in the skills necessary to navigate the bizarre twisting turns of our collapsing monoculture, and build the foundations of the next Heroic Age of Invention.

Yet expository material only takes one so far. The best benefit available to our paid subscribers is this library of all Tom Swift educational content, consisting of a searchable database of these videos and articles, and interactive units covering mathematics from algebra to differential equations. Upgrade to learn more.

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