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Slides
Slides

Introduction. What is a classical field theory?
Introduction. What is a classical field theory?

On the parallel postulate
On the parallel postulate

... The famous French Empereror Naepoliean Bonaparte used to tell time and again: The word impossible must be taken away from dictionary. In this paper, the author proved Nepolian’s quotation by obtaining a result for the parallel postulate. But there are many geometrical battles which are to be won. I ...
Earlier examination problems
Earlier examination problems

The effective mass tensor in the General Relativity
The effective mass tensor in the General Relativity

... In the metric (3) the EMT components depend on the metric tensor components. It is a very interesting result, what can suggest that this EMT in GR exist (9). We would like to postulate a new version of the Mach's Principle in the sound: the effective mass is a result of interaction between the body ...
1 - Field Strength Notes Handout
1 - Field Strength Notes Handout

... Every _________ in the universe creates its own gravitational field. Fields are represented by ________________, which are vectors. The vectors extend _________ and always point towards the centre of objects. The ____________ the field lines are together, the ______________ the field. Experimentally ...
Homework 1 Solutions
Homework 1 Solutions

... We can see that from the above equations we cannot solve for Ȧ0 . The reason is that there is no term in the Lagrangian with time derivative of A0 . In other words, A0 is not a dynamical field. Solution to Exercise 2.5 Now, if we fix the gauge by choosing A0 = 0, and treat Ai as dynamical fields, w ...
gravitation and cogravitation
gravitation and cogravitation

幻灯片 1 - 中国科学院理论物理研究所
幻灯片 1 - 中国科学院理论物理研究所

... (2) A few serious challenges are awaiting fundamental theory such as string theory to meet. (3) Many researchers in string theory are for the first time facing experiments, not just theoretic artifice. ...
What is a field?
What is a field?

... inverse square law states that a field decreases as the square of the distance from the source of the field ...
Escape Velocity and Newton`s Laws
Escape Velocity and Newton`s Laws

... – Conversely, a small body could have a very large escape velocity if it has a small radius and very high density (example – a black hole). ...
Correlation Of The Imbalance Of Electric Charges To Universal
Correlation Of The Imbalance Of Electric Charges To Universal

... Grand Unified Theory says that it ―already seeks to tie gravity with the three gauge interactions of the Standard Model: the electromagnetic, weak, and strong nuclear interactions.‖ This lends to the belief that the electroweak (combination of electromagnetic and weak forces) is only a stepping ston ...
D-Geometry As A Model For Quantum Space-Time
D-Geometry As A Model For Quantum Space-Time

... Although the classical geometric description becomes useless, the gauge theory description is defined at all energies and can therfore be used to define, what we mean by space-time at short distances. Even if this particular example so far can only describe perturbations of very simple space-times, ...
21.3 Finding Scalar Potentials
21.3 Finding Scalar Potentials

Quantum Fields in Curved Spacetime
Quantum Fields in Curved Spacetime

... Conformal Symmetry • Many interesting theories have conformal symmetry (and so scale independence). ...
Gravitation
Gravitation

matter unified - Swedish Association for New Physics
matter unified - Swedish Association for New Physics

... The theory is a uniting physical theory, which means, a theory that gives a united and collected description of all fundamental physical laws and processes going on into matter. Einstein’s dream was to achieve such a theory, but as we all known, he did not succeeded. Maybe his basic ideas were erron ...
I What is relativity? How did the concept of space-time arise?
I What is relativity? How did the concept of space-time arise?

... In framing this postulate on the constancy of the speed of light, Einstein was mindful of Maxwell’s elegant unification of electricity and magnetism in 1862 which showed for the first time that varying electric and magnetic fields could feed off each other- these fields could propagate indefinitely ...
Keck Lobby Brochure
Keck Lobby Brochure

... of gravity, the theory of general relativity. The equation relates the geometrical curvature of space-time to the energy density of matter. The theory constructs an entirely new picture of space and time, out of which gravity emerges in the form of geometry and from which Newton’s theory of gravity ...
A 1
A 1

... stress tensor with the unitary vector normal to the surface. Remember at this point that the product of a tensor with a vector is a vector, a vector whose direction depends on n but not in a simple way: it is not necessarily parallel, nor orthogonal to n. What has been obtained now is very similar t ...
How I Control Gravity - High
How I Control Gravity - High

The path to General Relativity
The path to General Relativity

Electric Potential in Uniform Electric Fields +
Electric Potential in Uniform Electric Fields +

... A charged object in an electric field will behave in the same way, accelerating from an area of… As it does it… In the same way that we would do positive work on an object to lift it against gravity, we need to do work to bring a positive charge near a plate with positive potential. To calculate the ...
9.2.3 Gravity in Space
9.2.3 Gravity in Space

... Slingshot effect: use of planet’s gravitational field to gain extra speed with little fuel As space probe passes a planet, speed increases then decreases due to gravity of the planet However, planet is orbiting the Sun – velocity of the planet is added to velocity of probe o Momentum conserved, so t ...
GR in a Nutshell
GR in a Nutshell

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Alternatives to general relativity

Alternatives to general relativity are physical theories that attempt to describe the phenomena of gravitation in competition to Einstein's theory of general relativity.There have been many different attempts at constructing an ideal theory of gravity. These attempts can be split into four broad categories: Straightforward alternatives to general relativity (GR), such as the Cartan, Brans–Dicke and Rosen bimetric theories. Those that attempt to construct a quantized gravity theory such as loop quantum gravity. Those that attempt to unify gravity and other forces such as Kaluza–Klein. Those that attempt to do several at once, such as M-theory.This article deals only with straightforward alternatives to GR. For quantized gravity theories, see the article quantum gravity. For the unification of gravity and other forces, see the article classical unified field theories. For those theories that attempt to do several at once, see the article theory of everything.
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