The Fourth Law of Black Hole Thermodynamics
... mathematical analogy between the laws of thermodynamics and the laws of black hole mechanics derived from General Relativity. If one makes the formal replacements E → M , T → Cκ, and S → A/8πC (where C is a constant) in the laws of the thermodynamics, one obtains the laws that govern the mechanics o ...
... mathematical analogy between the laws of thermodynamics and the laws of black hole mechanics derived from General Relativity. If one makes the formal replacements E → M , T → Cκ, and S → A/8πC (where C is a constant) in the laws of the thermodynamics, one obtains the laws that govern the mechanics o ...
Physics of Single-Electron Transistors and Doped Mott Insulators M. Kastner
... from quantum fluctuations, and also a pseudodipolar interaction. Some of these small interactions also come into play in other lamellar cuprates, connected with the high-Tc superconductivity materials, and in many spin-chain and spin-ladder compounds. The classical ground state of this system is deg ...
... from quantum fluctuations, and also a pseudodipolar interaction. Some of these small interactions also come into play in other lamellar cuprates, connected with the high-Tc superconductivity materials, and in many spin-chain and spin-ladder compounds. The classical ground state of this system is deg ...
Quantum Times
... but we can now view it as a corollary of PBR. If you think about it, this property is quite surprising because we can only extract one or two bits from a qubit (depending on whether we count superdense coding) so it would be natural to assume that a hidden variable state could be specified by a fini ...
... but we can now view it as a corollary of PBR. If you think about it, this property is quite surprising because we can only extract one or two bits from a qubit (depending on whether we count superdense coding) so it would be natural to assume that a hidden variable state could be specified by a fini ...
Statistical Mechanics: An overview
... t, the system is equally likely to be in any one of these microstates. This is generally referred as the postulate of equal a priori probability for all microstates of a given macrostate of the system. Principle of ergodicity: The microstates of a macroscopic system are specified by a set of points ...
... t, the system is equally likely to be in any one of these microstates. This is generally referred as the postulate of equal a priori probability for all microstates of a given macrostate of the system. Principle of ergodicity: The microstates of a macroscopic system are specified by a set of points ...
Slide 1
... Consider a classical particle which oscillates in a quadratic potential well. Its equilibrium position, X=0, corresponds to the potential minimum E=min{U(x)}. A quantum particle can not be localized in space. Some “residual oscillations" are left even in the ground states. Such oscillations are call ...
... Consider a classical particle which oscillates in a quadratic potential well. Its equilibrium position, X=0, corresponds to the potential minimum E=min{U(x)}. A quantum particle can not be localized in space. Some “residual oscillations" are left even in the ground states. Such oscillations are call ...
Statistical Physics (PHY831): Part 1 - The foundations
... which lifted water out of flooded salt and coal mines in England. In the years to follow, more variations of steam engines were built, such as the Newcomen Engine, and later the Watt Engine. In time, these early engines would be utilized in place of horses. Thus, each engine began to be associated w ...
... which lifted water out of flooded salt and coal mines in England. In the years to follow, more variations of steam engines were built, such as the Newcomen Engine, and later the Watt Engine. In time, these early engines would be utilized in place of horses. Thus, each engine began to be associated w ...
chapter 8
... From A = 144 to A =206 From A = 144 to A =206, there are 7 α-emitters of naturally occurring nuclides. When α-emitters are found in this range of A, the energies of the emitted α-particle are normally less than 3 MeV. It is known that the lower the energy release the greater is the lifetime. Their ...
... From A = 144 to A =206 From A = 144 to A =206, there are 7 α-emitters of naturally occurring nuclides. When α-emitters are found in this range of A, the energies of the emitted α-particle are normally less than 3 MeV. It is known that the lower the energy release the greater is the lifetime. Their ...
Quantum phase transitions in atomic gases and condensed matter
... If both processes are permitted, they exactly cancel each other. The top processes is blocked when , m are nearest neighbors ...
... If both processes are permitted, they exactly cancel each other. The top processes is blocked when , m are nearest neighbors ...
Relation Between Schrödinger and Polymer Quantum Mechanics
... Polymer Quantum Mechanics: Kinematics Define abstract kets |µi labeled by a real number µ in the Hilbert space Hpoly . A generic ‘cylinder states’ corresponds to a choice of a finite collection of numbers νi ∈ R with i = 1, 2, . . . , N . Associated to this choice, there are N vectors |µii, so we c ...
... Polymer Quantum Mechanics: Kinematics Define abstract kets |µi labeled by a real number µ in the Hilbert space Hpoly . A generic ‘cylinder states’ corresponds to a choice of a finite collection of numbers νi ∈ R with i = 1, 2, . . . , N . Associated to this choice, there are N vectors |µii, so we c ...
Electric potential
... For the charged metal plates of figure , suppose that the plate separation D is 5.0 cm, the distance d from A to B is 3.5 cm, and the electric field is 1.4×103 N/C. a) How much work must I do to move a charge of +1.20 μC from B to A? b) What is the differential difference VAB between A and B? c) Wha ...
... For the charged metal plates of figure , suppose that the plate separation D is 5.0 cm, the distance d from A to B is 3.5 cm, and the electric field is 1.4×103 N/C. a) How much work must I do to move a charge of +1.20 μC from B to A? b) What is the differential difference VAB between A and B? c) Wha ...