Essential Learning Outcomes (ELOs) Advanced Placement Physics (B & C)
... a. [B/C] Students should understand Newton's Third Law so that, for a given force, they can identify the body on which the reaction force acts and state the magnitude and direction of this reaction. b. [B/C] Students should be able to apply Newton's Third Law in analyzing the force of contact betwee ...
... a. [B/C] Students should understand Newton's Third Law so that, for a given force, they can identify the body on which the reaction force acts and state the magnitude and direction of this reaction. b. [B/C] Students should be able to apply Newton's Third Law in analyzing the force of contact betwee ...
Atomic matter of nonzero-momentum Bose-Einstein condensation and orbital current order
... Several approaches are available for transferring cold atoms to the first excited p-orbital band. In the study of a related but different model, Isacsson and Girvin 关20兴 suggested 共A兲 to use an appropriate vibrational pulse with frequency on resonance with the s-p state transition and 共B兲 to apply ...
... Several approaches are available for transferring cold atoms to the first excited p-orbital band. In the study of a related but different model, Isacsson and Girvin 关20兴 suggested 共A兲 to use an appropriate vibrational pulse with frequency on resonance with the s-p state transition and 共B兲 to apply ...
`universal` phase for electron transmission in quantum dots
... The measurement of phase in coherent electron systems—that is, ‘mesoscopic’ systems such as quantum dots—can yield information about fundamental transport properties that is not readily apparent from conductance measurements. Phase measurements on relatively large quantum dots1 recently revealed tha ...
... The measurement of phase in coherent electron systems—that is, ‘mesoscopic’ systems such as quantum dots—can yield information about fundamental transport properties that is not readily apparent from conductance measurements. Phase measurements on relatively large quantum dots1 recently revealed tha ...
Quantum Criticality: competing ground states in low
... outlined a powerful strategy, involving the concept of “quasiparticles”, which allowed an essentially exact description of the low temperature (T ) properties of metals. Extensions of Landau’s approach have successfully described many other phases of matter: the superfluid phases of 4 He and 3He, th ...
... outlined a powerful strategy, involving the concept of “quasiparticles”, which allowed an essentially exact description of the low temperature (T ) properties of metals. Extensions of Landau’s approach have successfully described many other phases of matter: the superfluid phases of 4 He and 3He, th ...
quantum field theory in curved spacetime
... All this is just as in conventional particle physics. The only trouble with it is: it's wrong_. It is not wrong in a technical mathematical sense. It simply provides a grossly inadequate founqation for the theory. Here are just some of the situations in which it fails: 1. There may be no Killing vec ...
... All this is just as in conventional particle physics. The only trouble with it is: it's wrong_. It is not wrong in a technical mathematical sense. It simply provides a grossly inadequate founqation for the theory. Here are just some of the situations in which it fails: 1. There may be no Killing vec ...
Electricity and matter
... and we may regard the electric field as full of lines of electric force, which start from positively and end on negatively electrified bodies. Up to this point the process has ...
... and we may regard the electric field as full of lines of electric force, which start from positively and end on negatively electrified bodies. Up to this point the process has ...
DENSITY CONCEPT IN MOLECULES AND MATERIALS
... involving nanomaterials, interfacial science and soft condensed matter has been addressed using the density based theoretical formalism as well as atomistic simulation in this regime. In the macroscopic length scale, however, matter is usually treated as a continuous medium and a description using l ...
... involving nanomaterials, interfacial science and soft condensed matter has been addressed using the density based theoretical formalism as well as atomistic simulation in this regime. In the macroscopic length scale, however, matter is usually treated as a continuous medium and a description using l ...
Models of the Electron
... Properties of the Spinning Ring Model. Is it possible to develop a model of the electron based on Classical Electrodynamics that agrees with the known characteristics of the electron? Yes. The spinning ring model of the electron has properties that match ...
... Properties of the Spinning Ring Model. Is it possible to develop a model of the electron based on Classical Electrodynamics that agrees with the known characteristics of the electron? Yes. The spinning ring model of the electron has properties that match ...
Newton`s Laws and Momentum - science
... Be able to define linear momentum as the product of mass and velocity. Understand that momentum is a vector. Be able to state the equation for momentum, rearrange it and state its units. Explain why momentum is a vector. Be able to apply p=mv to a number of situations. Most of us have either bumped ...
... Be able to define linear momentum as the product of mass and velocity. Understand that momentum is a vector. Be able to state the equation for momentum, rearrange it and state its units. Explain why momentum is a vector. Be able to apply p=mv to a number of situations. Most of us have either bumped ...
Orbital angular momentum
... before the rotations are made. The first rotation can then be replaced by a space fixed rotation. So, for example, the first term above can be written as R1 (φ1 )Ry (φ2 ) = Rx ′ (φ1 )Ry (φ2 ), where we have used the fact that the axis about which the second rotation is performed changes as a result ...
... before the rotations are made. The first rotation can then be replaced by a space fixed rotation. So, for example, the first term above can be written as R1 (φ1 )Ry (φ2 ) = Rx ′ (φ1 )Ry (φ2 ), where we have used the fact that the axis about which the second rotation is performed changes as a result ...
