numerical study of erosion in critical components of
... found that the erosion rate in plugged tees was less than that in elbows. Their numerical results indicated that as the internal diameter of fittings increases, the erosion rate in tees may become important. However, their study was limited to pipelines with internal diameters less than 0.2 m. Moreo ...
... found that the erosion rate in plugged tees was less than that in elbows. Their numerical results indicated that as the internal diameter of fittings increases, the erosion rate in tees may become important. However, their study was limited to pipelines with internal diameters less than 0.2 m. Moreo ...
THE RENORMALIZATION GROUP AND CRITICAL PHENOMENA
... are considered, and the averaged quantities satisfy classical continuum equations. Hydrodynamics is a standard example of this where atomic fluctuations average out and the classical hydrodynamic equations emerge. Unfortunately, there is a much more difficult class of problems where fluctuations per ...
... are considered, and the averaged quantities satisfy classical continuum equations. Hydrodynamics is a standard example of this where atomic fluctuations average out and the classical hydrodynamic equations emerge. Unfortunately, there is a much more difficult class of problems where fluctuations per ...
Solutions to Exercises
... At either of the two highest points above the earth in a pendulum's cycle, the energy of the pendulum is all potential energy and is equal to the product mgh (m = mass of pendulum, g = constant acceleration of gravity, and h = height of pendulum). As the pendulum moves downward, its potential energy ...
... At either of the two highest points above the earth in a pendulum's cycle, the energy of the pendulum is all potential energy and is equal to the product mgh (m = mass of pendulum, g = constant acceleration of gravity, and h = height of pendulum). As the pendulum moves downward, its potential energy ...
The Tenth Rochester Conferences on Coherence Quantum Information and Measurement
... paper treats the problem of one-atom interacting with one cavity mode with two alternative theories: quantum electrodynamics and semiclassical theory, and compares the predictions. The semiclassical theory was later extended to treat a single atom in free space interacting with a classical field inc ...
... paper treats the problem of one-atom interacting with one cavity mode with two alternative theories: quantum electrodynamics and semiclassical theory, and compares the predictions. The semiclassical theory was later extended to treat a single atom in free space interacting with a classical field inc ...
Information measures, entanglement and quantum evolution Claudia Zander
... then measure an observable of the copy (in fact, we could perform measurements on as many copies as necessary) without disturbing the original, thereby defeating, for instance, the principle that two non-orthogonal quantum states cannot be distinguished with certainty [23]. Perfect quantum cloning ...
... then measure an observable of the copy (in fact, we could perform measurements on as many copies as necessary) without disturbing the original, thereby defeating, for instance, the principle that two non-orthogonal quantum states cannot be distinguished with certainty [23]. Perfect quantum cloning ...
Quantum Information Processing with Finite Resources
... information theory, and its goal is to investigate how these resources are interrelated and how they can be transformed into each other. For example, we aim to compress a data source that contains redundancy into one that does not, or to transform a noisy channel into a noiseless one. Information th ...
... information theory, and its goal is to investigate how these resources are interrelated and how they can be transformed into each other. For example, we aim to compress a data source that contains redundancy into one that does not, or to transform a noisy channel into a noiseless one. Information th ...
Principles of Time and Space Hiroshige Goto
... The contents of this book are summarized here. Because the technical terms are explained in the text, they are used here without explanation. Complex numbers have been expanded to Hamilton’s quaternion in four dimensions. This study aims to transform the quaternion into mathematics suitable for desc ...
... The contents of this book are summarized here. Because the technical terms are explained in the text, they are used here without explanation. Complex numbers have been expanded to Hamilton’s quaternion in four dimensions. This study aims to transform the quaternion into mathematics suitable for desc ...
