Talk given at the workshop "Multiphase turbulent flows in the atmosphere and ocean", National Centre for Atmospheric REsearch, Boulder CO, August 15 2012
International Journal of Engineering Research and Development (IJERD)IJERD Editor
International Journal of Engineering Research and Development is an international premier peer reviewed open access engineering and technology journal promoting the discovery, innovation, advancement and dissemination of basic and transitional knowledge in engineering, technology and related disciplines.
Talk given at the workshop "Multiphase turbulent flows in the atmosphere and ocean", National Centre for Atmospheric REsearch, Boulder CO, August 15 2012
International Journal of Engineering Research and Development (IJERD)IJERD Editor
International Journal of Engineering Research and Development is an international premier peer reviewed open access engineering and technology journal promoting the discovery, innovation, advancement and dissemination of basic and transitional knowledge in engineering, technology and related disciplines.
Quantum Interrogation: Interaction-Free Determination of Existence (Physics 1...BenjaminKan4
In this report, we summarize the given scenario behind the “Quantum Interrogation" problem, and offer historical background of the development of quantum “interaction-free measurement" theory. We then describe some real-world applications of this procedure, whether already verified experimentally or as potential applications in the future. Finally, we exhibit our calculations that display the feasibility of this quantum effect, and summarize the key takeaways from this problem.
Quantum Interrogation: Interaction-Free Determination of Existence (Physics 1...BenjaminKan4
In this report, we summarize the given scenario behind the “Quantum Interrogation" problem, and offer historical background of the development of quantum “interaction-free measurement" theory. We then describe some real-world applications of this procedure, whether already verified experimentally or as potential applications in the future. Finally, we exhibit our calculations that display the feasibility of this quantum effect, and summarize the key takeaways from this problem.
Seller Presentation Presented by Tina PavlovTina Pavlov
Thinking about selling your home? Take a look at my Marketing Services Proposal and contact me with any questions you may have. I work along the Mississippi Gulf Coast to include Ocean Springs, Biloxi, Gulfport, Long Beach & Pass Christian. I look forward to working with you.
Quantum-Gravity Thermodynamics, Incorporating the Theory of Exactly Soluble Active Stochastic Processes, with Applications
by Daley, K.
Published in IJTP in 2009. http://adsabs.harvard.edu/abs/2009IJTP..tmp...67D
Transformations of the Pairing Fields in Nuclear MatterAlex Quadros
The existence of the isovector neutron-proton pairing -- only in asymmetric nuclear matter -- is an open question in Nuclear Physics. Motivated by the results of 12^C(e,e pN) reaction at Jefferson Lab [see Sci 320, 2008, 1476] we used symmetries of Dirac-Hartree-Fock-Bogolyubov to evaluate possibles constraints in order to estimate neutron-proton gap
1. Lecture 12
Group Velocity and Phase Velocity
Many modern ideas on wave propagation originated in the famous works of Lord
Raleigh, and the problems we intend to discuss are no exception to this rule. The
distinction between phase velocity and group velocity appears very early in Rayleigh’s
papers. The problem is discussed in particular in connection with measurements of the
velocity of light and this is a place where a curious error was introduced regarding the
angle of aberration.
Let us recall that the usual velocity of waves is defined as giving the phase
difference between the vibrations observed at two different points in a free plane wave. A
wave
ψ = A cos ( k <x − ω t ) ,
ˆ
k
travels with a phase velocity v p = ω .
k
Another velocity can be defined, if we consider the propagation of a peculiarity (to use
Rayleigh’s term), that is, of a change of amplitude impressed on a train of waves.
This is what we now call a modulation impressed on a carrier. The modulation results in
the building up of some “groups” of large amplitude (Rayleigh) which move along with
the group velocity U. In wave mechanics, Schrodinger called these groups “wave
packets.” A simple combination of groups obtains when we superimpose on one plane
1
5. ∇p F 1 n n
vg = = = .
p. ∇p F b g
p cos p, n p. n
where n is the unit normal to the slowness surface. Thus the group velocity has the same
meaning as the energy velocity (normal to the slowness surface).
The relation between group velocity, phase velocity and the slowness surface can
be shown as follows:
Phase Velocity Surface
n
Phase velocity vector
normal to the group
velocity surface
p
p
Slowness Surface Group Velocity Surface
(lines of constant phase are
tangent to this surface)
Note
1
vp = p ,
p
n 5
vg = .
p. n