Special Relativity Cards

Description: lorentz transformation, one of the intersting factors that open doors to the understanding of light and special relativity, and then many fields of physics

Description: A circular emblem with a light blue background and black text. The text "SPECIAL RELATIVITY" is prominently displayed in the center. Above it, curved text reads "On the Electrodynamics of Moving Bodies", and below it, curved text reads "Relating space and time since 1905". Decorative swirls frame the central text.

Description: This vintage logo represents special relativity, a theory discovered by Albert Einstein in 1905 with his paper title, "On the Electrodynamics of moving bodies."

Description: Einstein's equation special theory of relativity with art.

Description: Time dilation, the formula that opened doors to new fields of physics, and proved that time is not absolute, but it is relative and we experience it in different ways.

Description: Lorentz transformation, one of the interesting factors that open doors to the understanding of light and special relativity, and then many fields of physics.

Description: lorentz transformation, one of the intersting factors that open doors to the understanding of light and special relativity, and then many fields of physics

Description: time dilation, the formula that opened doors to new fields of physics, and proved that time is not absolute, but it is relative and we experience it in different ways.

Description: Albert Einstein in the style of the pop art design

Description: one of the most fundemental equations in physics, used in all fields of physics, from classical mechanics to quantum physics and quantum field theory, euler lagrange equation

Description: one of the most fundemental equations in physics, euler lagrange equation

Description: one of the most fundemental equations in physics, euler lagrange equation

Description: The big picture of the famous Schrödinger equation, the Dirac equation, which describes particles in the relativistic quantum world.

Description: the big picture of the famous equation E=mc², the energy of a massive relativistic particle

Description: A beautiful equation, assembling the four equations of Maxwell in a compact unique equation.

Description: The definition of the electromagnetic tensor derived by working in 4 dimensions in Minkowski spacetime.

Description: E=MC2

Description: a beautiful equation, assembling the four equations of Maxwell in a compact unique equation.

Description: a beautiful equation, assembling the four equations of Maxwell in a compact unique equation, a beautiful unification of electromagnetism and special relativity

Description: E=mc2 the equation that shows the correspondance between the energy and the mass, and which is one of the most important equations in science

Description: E=mc2 the equation that shows the correspondance between the energy and the mass, and which is one of the most important equations in science

Description: What the shell?

Description: The current induced by a symmetry transformation, that will give a conserved current according to Noether TheoreM

Description: The current induced by a symmetry transformation, that will give a conserved current according to Noether theorem.

Description: speed of light one of the most important quantities that gave birth to a great part of today's physics.

Description: The definition of the Action, which can lead to one of the most fundamental equations in physics, Euler Lagrange equation.

Description: One of the most fundamental equations in physics, Euler Lagrange equation, that helps derive the equations ruling the universe once we determine the Lagrange.

Description: feynman propagator for massive particles, one of the important tools of quantum field theory and physics

Description: the big picture of the famous Schrödinger equation, the dirac equation, which describes particles in the relativistic quantum world.

Description: the four equations that rule the electromagnetism and all the light in the universe, one of the outstanding dicoveries in physics, gathered in four elegant equations

Description: the big picture of the famous Schrödinger equation, the dirac equation, which describes particles in the relativistic quantum world.

Description: the big picture of the famous Schrödinger equation, the dirac equation, which describes particles in the relativistic quantum world.

Description: covariant form of lorentz transformation, which is one of the most important notions of modern physics, since all the laws of nature should be lorentz invariant

Description: the big picture of the famous Schrödinger equation, the lagrangian density of the dirac field, that allow us to get the dirac equation, which is a generalisation of the schrödinger equation of relativistic spinor field fermions