Probing the Primordial Universe using Massive Fields
... inflation. However, there are a few caveats. First, conservation of the amplitude of the gravitational wave outside the horizon is assumed. However, this is not true in contracting universes, where the growing mode dominates over the constant mode. As a result, matter contraction, 22,23 cannot be di ...
... inflation. However, there are a few caveats. First, conservation of the amplitude of the gravitational wave outside the horizon is assumed. However, this is not true in contracting universes, where the growing mode dominates over the constant mode. As a result, matter contraction, 22,23 cannot be di ...
Chapter 9 MOTION IN FIELDS
... the horizontal velocity does not change and that when using the equations of uniform motion you must use the component values of the respective velocities. Do not try to remember the formulae. ...
... the horizontal velocity does not change and that when using the equations of uniform motion you must use the component values of the respective velocities. Do not try to remember the formulae. ...
Graphene and Relativistic Quantum Physics
... The chirality of the electrons in graphene has important implications on the electronic transport in graphene. In particular, a non-trivial Berry phase is associated with the rotation of the 1/2-pseudo spinor which plays a critical role to understand the unique charge transport in graphene and nanot ...
... The chirality of the electrons in graphene has important implications on the electronic transport in graphene. In particular, a non-trivial Berry phase is associated with the rotation of the 1/2-pseudo spinor which plays a critical role to understand the unique charge transport in graphene and nanot ...
Real-time, real-space implementation of the linear response time
... where E (ω ) is the Fourier transform of the applied electric field, E (ω ) = Ú dt eiωt E (t ) . There are two simple and useful choices for the time profile of the electric field. One is the impulsive electric field [7] in which the potential is expressed as Vext (r , t ) = I δ(t ) rν , ...
... where E (ω ) is the Fourier transform of the applied electric field, E (ω ) = Ú dt eiωt E (t ) . There are two simple and useful choices for the time profile of the electric field. One is the impulsive electric field [7] in which the potential is expressed as Vext (r , t ) = I δ(t ) rν , ...
Lecture 5 Capacitance
... Capacitance is a characteristic of a single isolated conducting object or a pair of conducting objects or even three objects. To keep it simple, suppose I have sphere and I put some charge on it say an amount q. Then it will have some voltage V. If now I double the q, the voltage will double. The po ...
... Capacitance is a characteristic of a single isolated conducting object or a pair of conducting objects or even three objects. To keep it simple, suppose I have sphere and I put some charge on it say an amount q. Then it will have some voltage V. If now I double the q, the voltage will double. The po ...
Chapter 23
... (d) The positive sign indicates that the field points outward. (e) we consider a cylindrical Gaussian surface whose radius places it within the shell itself. The electric field is zero at all points on the surface since any field within a conducting material would lead to current flow (and thus to a ...
... (d) The positive sign indicates that the field points outward. (e) we consider a cylindrical Gaussian surface whose radius places it within the shell itself. The electric field is zero at all points on the surface since any field within a conducting material would lead to current flow (and thus to a ...
Vacuum-Entanglement
... (II) Are Bells' inequalities violated? Yes, for arbitrary separation. (Filtration, “hidden” non-locality). (III) Where does it “come from”? Localization, shielding. (Harmonic Chain). ...
... (II) Are Bells' inequalities violated? Yes, for arbitrary separation. (Filtration, “hidden” non-locality). (III) Where does it “come from”? Localization, shielding. (Harmonic Chain). ...
