3 Maxwell`s equations and material equations
... above equations are called macroscopic Maxwell’s equations. The first and the third equations are independently known as Gauss’ law for electrostatics and magnetostatics respectively. When we write them in Maxwell’s equation the status of these are raised from statics to dynamics. In other words the ...
... above equations are called macroscopic Maxwell’s equations. The first and the third equations are independently known as Gauss’ law for electrostatics and magnetostatics respectively. When we write them in Maxwell’s equation the status of these are raised from statics to dynamics. In other words the ...
ON THE ELECTRODYNAMICS OF MOVING BODIES By A. Einstein June 30, 1905
... Let us in ``stationary'' space take two systems of co-ordinates, i.e. two systems, each of three rigid material lines, perpendicular to one another, and issuing from a point. Let the axes of X of the two systems coincide, and their axes of Y and Z respectively be parallel. Let each system be provide ...
... Let us in ``stationary'' space take two systems of co-ordinates, i.e. two systems, each of three rigid material lines, perpendicular to one another, and issuing from a point. Let the axes of X of the two systems coincide, and their axes of Y and Z respectively be parallel. Let each system be provide ...
An introduction to the mechanics of black holes
... “Anybody who looks for a magic formula for “local gravitational energymomentum” is looking for the right answer to the wrong question. Unhappily, enormous time and effort were devoted in the past to trying to “answer this question” before investigators realized the futility of the enterprise” Misner ...
... “Anybody who looks for a magic formula for “local gravitational energymomentum” is looking for the right answer to the wrong question. Unhappily, enormous time and effort were devoted in the past to trying to “answer this question” before investigators realized the futility of the enterprise” Misner ...
Universal Gravitation
... Field lines represent the gravitational field about the Earth. Where the field lines are closer together, the field is stronger. Farther away, where the field lines are farther apart, the field is weaker. ...
... Field lines represent the gravitational field about the Earth. Where the field lines are closer together, the field is stronger. Farther away, where the field lines are farther apart, the field is weaker. ...
Near-field Analysis of Superluminally Propagating Electromagnetic
... relations (Eq. 8, 12). These results will be presented in the next section (Eq. 34 - 42). ...
... relations (Eq. 8, 12). These results will be presented in the next section (Eq. 34 - 42). ...
FROM ANTI-GRAVITY TO ZERO-POINT ENERGY
... through a "resonant field" or "hyperspace jump" universal a bizarre utilizing approach interconnectedness resulting from relativistic cosmology whereby if enough energy was concentrated in one small region of space, a wormhole may be formed. This would tunnel through hyperspace to make a distant poi ...
... through a "resonant field" or "hyperspace jump" universal a bizarre utilizing approach interconnectedness resulting from relativistic cosmology whereby if enough energy was concentrated in one small region of space, a wormhole may be formed. This would tunnel through hyperspace to make a distant poi ...
It Must Be Beautiful: Great Equations of Modern Science
... frequency (frequency measured in radians per second), and h̄ is a conversion constant (rationalized Planck’s constant). This equation has the same flaw; it deals with only one component of a vector. The accompanying equation for the other three components was found by de Broglie; it is p = h̄k, wher ...
... frequency (frequency measured in radians per second), and h̄ is a conversion constant (rationalized Planck’s constant). This equation has the same flaw; it deals with only one component of a vector. The accompanying equation for the other three components was found by de Broglie; it is p = h̄k, wher ...
Many-Minds Relativity and Quantum Mechanics
... where F is the gravitational force between two bodies of mass m1 and m2 at distance r and G is the gravitational constant (≈ 9.81 meter per second2 ), you can e.g. predict by mathematical computation the coming position of the planets in our Solar system from their current positions and velocities. ...
... where F is the gravitational force between two bodies of mass m1 and m2 at distance r and G is the gravitational constant (≈ 9.81 meter per second2 ), you can e.g. predict by mathematical computation the coming position of the planets in our Solar system from their current positions and velocities. ...
Modern Physics
... inertial reference frames: these laws have the same mathematical form for all observers moving at constant velocity with respect to one another • The speed of light is always constant: The measured value (3x108 m/s) is independent of the motion of the observer or of the motion of the source of light ...
... inertial reference frames: these laws have the same mathematical form for all observers moving at constant velocity with respect to one another • The speed of light is always constant: The measured value (3x108 m/s) is independent of the motion of the observer or of the motion of the source of light ...
When and Where is a Current Electrically Neutral?
... be counterindicated. Neither outcome would appeal to the authorities I have cited, nor to those who have been highereducated to think like them. Therefore I predict it will be a long time before anybody tries the experiment. And still longer before a first-line physics journal accepts the results fo ...
... be counterindicated. Neither outcome would appeal to the authorities I have cited, nor to those who have been highereducated to think like them. Therefore I predict it will be a long time before anybody tries the experiment. And still longer before a first-line physics journal accepts the results fo ...
Relativity and Gravitation
... moment is not too small. The motion is stable in a wide region, up to a maximum value of the radius, reached at the plane of symmetry; this value coincides exactly with the minimum value of the radius for stable circular orbits within the plane of symmetry for all Newtonian solutions, as well as for ...
... moment is not too small. The motion is stable in a wide region, up to a maximum value of the radius, reached at the plane of symmetry; this value coincides exactly with the minimum value of the radius for stable circular orbits within the plane of symmetry for all Newtonian solutions, as well as for ...
Using analogies to explain electrical relationships
... successful way for students to learn these ideas is by presenting these complete tables in an early formal lecture, although students are often happiest with such lectures. Rather, we suggest that the ideas be formally presented in tabular form AFTER students have struggled with the individual ideas ...
... successful way for students to learn these ideas is by presenting these complete tables in an early formal lecture, although students are often happiest with such lectures. Rather, we suggest that the ideas be formally presented in tabular form AFTER students have struggled with the individual ideas ...
physical world
... gravitation says is that, if we assume that any two bodies in the universe attract each other with a force proportional to the product of their masses and inversely proportional to the square of the distance between them, then we can explain all these observations in one stroke. It not only explains ...
... gravitation says is that, if we assume that any two bodies in the universe attract each other with a force proportional to the product of their masses and inversely proportional to the square of the distance between them, then we can explain all these observations in one stroke. It not only explains ...
physics space notes File
... and expelling the resulting hot gases out one end. These hot gases have a momentum in one direction, and since the total momentum of the rocket-fuel system is zero, the rocket itself has an equal momentum in the opposite direction. Thus, the rocket moves off in the opposite direction to the expelled ...
... and expelling the resulting hot gases out one end. These hot gases have a momentum in one direction, and since the total momentum of the rocket-fuel system is zero, the rocket itself has an equal momentum in the opposite direction. Thus, the rocket moves off in the opposite direction to the expelled ...
Moving from Newton to Einstein
... disappointment and consternation the fringes did not change and there was no satisfactory explanation for this other than perhaps that there was no such thing as ether - or perhaps the distance BE had shrunk so that : LBC LBE c 2 u 2 Some years after the experiment, Lorentz, who had taken upon ...
... disappointment and consternation the fringes did not change and there was no satisfactory explanation for this other than perhaps that there was no such thing as ether - or perhaps the distance BE had shrunk so that : LBC LBE c 2 u 2 Some years after the experiment, Lorentz, who had taken upon ...
A Aberration The apparent change in position of a light
... the possible exception of the big bang singularity) are accompanied by event horizons which completely surround them at all points in time. That is, problematic issues with the singularity are rendered irrelevant, since no information can ever escape from a black hole's event horizon. Cosmological c ...
... the possible exception of the big bang singularity) are accompanied by event horizons which completely surround them at all points in time. That is, problematic issues with the singularity are rendered irrelevant, since no information can ever escape from a black hole's event horizon. Cosmological c ...
The Gravitational Field
... existence of its own, independent of the force. A force is just a force, but a field has energy, momentum, and angular momentum as well as the ability to exert a force. A field can propagate through space as a wave and can exist independent of the source. (The field can persist even after the source ...
... existence of its own, independent of the force. A force is just a force, but a field has energy, momentum, and angular momentum as well as the ability to exert a force. A field can propagate through space as a wave and can exist independent of the source. (The field can persist even after the source ...
Black Hole Entropy in String Theory.
... entropy formula is modified. If there is a Killing horizon, then one can associate an entropy, Wald ...
... entropy formula is modified. If there is a Killing horizon, then one can associate an entropy, Wald ...
The Maxwell Equations, the Lorentz Field and the Electromagnetic
... The (28) gives the mathematical expression about J’ in order that Maxwell’ s equations respect the Principle of Relativity and are invariant with respect to inertial reference systems. The (29) gives the same mathematical expression[2] about J’ for v<
... The (28) gives the mathematical expression about J’ in order that Maxwell’ s equations respect the Principle of Relativity and are invariant with respect to inertial reference systems. The (29) gives the same mathematical expression[2] about J’ for v<
ECE The Second Paradigm Shift Chapter Two
... The effect of torsion on Riemannian geometry is profound and far reaching. This was not fully realized until 2003, when the Einstein Cartan Evans (ECE) unified field theory was inferred. It gradually became clear as the ECE series of papers progressed that the entire edifice of the Riemennian geomet ...
... The effect of torsion on Riemannian geometry is profound and far reaching. This was not fully realized until 2003, when the Einstein Cartan Evans (ECE) unified field theory was inferred. It gradually became clear as the ECE series of papers progressed that the entire edifice of the Riemennian geomet ...
Gauss`s law, infinite homogenous charge distributions and
... We can ask ourselves under what conditions Eqs. (11) and (12) and their gravitational analogues have a finite, physical meaningful solution, in other words, under what conditions a vector field F is determined by its divergence and its curl? This question makes sense if we also specify certain condi ...
... We can ask ourselves under what conditions Eqs. (11) and (12) and their gravitational analogues have a finite, physical meaningful solution, in other words, under what conditions a vector field F is determined by its divergence and its curl? This question makes sense if we also specify certain condi ...