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Interactive applications to teach the Einstein's Energy-Momentum-Mass relation in the secondary school.
Abstract:

Two Geogebra-based interactive applications to teach the Special Relativity Energy-Mass-Momentum relation are presented. They are useful tools to visualise from a geometrical perspective the mathematical relation, thus helping students facing calculus difficulties to understand the beauty of this equation. They also give students the opportunity to carry out explorations and come to conclusions. They allow us to inquire the meaning of the p/E ratio for particles with different masses and energies, to discover that a system with a given finite mass and increasing energy travels at a speed approaching a finite value. Even the relativistic meaning of the mass of a system of particles can be addressed with these applications. Students can discover that the relativistic mass is different from the mere sum of the masses of the system, that is always greater than or equal to the sum of the masses, that it depends on the momenta directions, that is equal to the sum of the masses if all the particles of the system are at rest. Since these concepts are crucial for the understanding of how particles are discovered in Particle Physics, the two applications open the way to introduce students to the main aspect of modern research in Nuclear and Accelerators Physics.

Keywords: Mass; Invariant; Energy; Momentum; Special Relativity; Einstein

• • 0 Recommendations Friedrich Herrmann
Momentum four-vector
I like the idea. With very simple means you get a good understanding of the fact that momentum and energy form a four-vector. One should be able to apply the same procedure to other four-vectors, especially to the four-distance. Would that perhaps also be interesting? Have you ever thought about this? Lorenzo Galante
Hi Friederich,
no I haven't, but you are right. We should try it. Do you want to discuss it with me?
bye and see you soon...
Lorenzo 