Ask Ethan: What’s the deal with the speed of light? (Synopsis) [Starts With A Bang]


“Each ray of light moves in the coordinate system ‘at rest’ with the definite, constant velocity V independent of whether this ray of light is emitted by a body at rest or a body in motion.” -Albert Einstein, 1905

The more kinetic energy you impart to something, the faster you go. But there’s a limit: the speed of light in a vacuum. In fact, if you have any mass at all, you’ll never reach it; if you have no mass, it’s the only speed you can travel at. But why is it finite instead of infinite? Why does it have the particular value it has? And why couldn’t it be faster or slower under different physical circumstances?

The oscillating, in-phase electric and magnetic fields propagating at the speed of light define electromagnetic radiation. Public domain image.

The oscillating, in-phase electric and magnetic fields propagating at the speed of light define electromagnetic radiation. Public domain image.

From a theoretical point of view, many of these questions were answered way back in 1865, with the formulation of Maxwell’s equations. But over the past 150 years, measurements and tests have gotten more stringent, new manifestations of the speed of light were found, and new physical consequences have emerged. But the conclusions remain unchanged: the speed of light is the same constant value everywhere and at all times.

In this illustration, one photon (purple) carries a million times the energy of another (yellow). Fermi data on two photons from a gamma-ray burst fail to show any travel delay, showing the speed of light's constancy across energy. Image credit: NASA/Sonoma State University/Aurore Simonnet.

In this illustration, one photon (purple) carries a million times the energy of another (yellow). Fermi data on two photons from a gamma-ray burst fail to show any travel delay, showing the speed of light’s constancy across energy. Image credit: NASA/Sonoma State University/Aurore Simonnet.

Come find out the science behind it all on this remarkable edition of Ask Ethan!



from ScienceBlogs http://ift.tt/2hccQIV

“Each ray of light moves in the coordinate system ‘at rest’ with the definite, constant velocity V independent of whether this ray of light is emitted by a body at rest or a body in motion.” -Albert Einstein, 1905

The more kinetic energy you impart to something, the faster you go. But there’s a limit: the speed of light in a vacuum. In fact, if you have any mass at all, you’ll never reach it; if you have no mass, it’s the only speed you can travel at. But why is it finite instead of infinite? Why does it have the particular value it has? And why couldn’t it be faster or slower under different physical circumstances?

The oscillating, in-phase electric and magnetic fields propagating at the speed of light define electromagnetic radiation. Public domain image.

The oscillating, in-phase electric and magnetic fields propagating at the speed of light define electromagnetic radiation. Public domain image.

From a theoretical point of view, many of these questions were answered way back in 1865, with the formulation of Maxwell’s equations. But over the past 150 years, measurements and tests have gotten more stringent, new manifestations of the speed of light were found, and new physical consequences have emerged. But the conclusions remain unchanged: the speed of light is the same constant value everywhere and at all times.

In this illustration, one photon (purple) carries a million times the energy of another (yellow). Fermi data on two photons from a gamma-ray burst fail to show any travel delay, showing the speed of light's constancy across energy. Image credit: NASA/Sonoma State University/Aurore Simonnet.

In this illustration, one photon (purple) carries a million times the energy of another (yellow). Fermi data on two photons from a gamma-ray burst fail to show any travel delay, showing the speed of light’s constancy across energy. Image credit: NASA/Sonoma State University/Aurore Simonnet.

Come find out the science behind it all on this remarkable edition of Ask Ethan!



from ScienceBlogs http://ift.tt/2hccQIV

Aucun commentaire:

Enregistrer un commentaire