By A. S. Davydov (auth.), Peter Leth Christiansen, Alwyn C. Scott (eds.)
Read Online or Download Davydov’s Soliton Revisited: Self-Trapping of Vibrational Energy in Protein PDF
Similar nonfiction_11 books
«Bad Astronomy is simply undeniable sturdy! Philip Plait clears up each false impression on astronomy and house you by no means knew you suffered from. » --Stephen Maran, writer of Astronomy for Dummies and editor of The Astronomy and Astrophysics Encyclopedia«Thank the cosmos for the package of big name stuff named Philip Plait, who's the area s top purchaser recommend for caliber technology in area and in the world.
Spirit and formality: The Morse choice of old chinese language paintings, by means of Thorp, Robert L. and Virginia Bower
The medical contribution of Mike Bradbury to the examine of the blood-brain barrier is substantial and wide-ranging, beginning along with his M. D. thesis in 1962 and nonetheless carrying on with this present day. the various spectrum of themes on the subject of the blood-brain barrier offered during this quantity and the numerous geographical destinations from which either audio system and individuals accumulated to wait the symposium are a becoming testomony either to Mike's regularly occurring impact within the box and to the esteem during which he's held.
George Britton, Synnl/Jve Liaaen-Jensen and Hanspeter Pfander This e-book, quantity 2 within the sequence Carotenoids, is the 1st ebook to be released that's committed totally to the full synthesis of carotenoids, however it is well timed in view of the quick improvement and the turning out to be diversification of the carotenoid box.
- Amination and Formation of sp2 C-N Bonds
- The Actions and Uses of Ophthalmic Drugs
- Handbook of Sexual Assault: Issues, Theories, and Treatment of the Offender
- Pharmacokinetics of Drugs
- Pulmonary Diseases: Clinicopathological Correlations
Additional info for Davydov’s Soliton Revisited: Self-Trapping of Vibrational Energy in Protein
15eV. 05eV, the quasi-particle effective mass in the conductivity band is about ~ 102m. So the nonlinear bisoliton model, based on strong electron-phonon coupling, allows one to explain the following peculiarities of ceramic high-temperature superconductors: 1. The small correlation radius of paired quasi-particles. 2. The very small isotopic effect. 3. Nonmonotone dependence of temperature of the transition to a superconductivity that vanishes at very large and very small concentrations. 4. The different energy gap width values ~ obtained in tunneling studies and in infrared spectroscopy methods.
Respectively. We close this section by giving a br1ef remark on the difference and the similarity existing for the dispersion relation of anharmonic localized modes in the NKG equation and the NLS equation. We note that Eq. 10). This shows that in the stationary regime the anharmonic localized mode of the NKG equation is similar to that of 37 the NLS equation. For moving anharmonic localized mode the dispersion relation for the NKG equation has a form different from that for the NLS equation.
6) is the dispersion relation for the soliton. l), where A and Sn are identified as the amplitude of the localized mode and its shape function, respectively. 1) is a slightly modified version of the Ablowitz-Ladik equation. 7) n to show that it yields exact solitons. l) from the viewpoint of the dynamical self-trapping. A more physical insight into the nature of solitons here can be gained by rewriting the dispersion relation in terms of ~ and A as W = tV 0 - 2Jcos(ka) [ 1 + (i\ /J)A 2 1/2 1 . 8) This is to be compared with the dispersion relation i,I IV 2 2 = W 0 - 2J + Ja k - l\.