PPT-Giant Monopole Resonances in Unstable Nuclei
Author : myesha-ticknor | Published Date : 2017-04-27
Presented by W F McGrew Juniata College Advisor Dr D H Youngblood Collaborators J T Button and Dr YW Lui Texas AampM University Isoscalar Giant Monopole Resonance
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Giant Monopole Resonances in Unstable Nuclei: Transcript
Presented by W F McGrew Juniata College Advisor Dr D H Youngblood Collaborators J T Button and Dr YW Lui Texas AampM University Isoscalar Giant Monopole Resonance Giant resonances collective excitation of nucleus due to nearexhaustion of EnergyWeighted . Perturbation theory. Quasi integrable Hamiltonians . Small divisor problem. KAM theorem, . Melnikov’s. integral. Numerical measurements of . Lyapunov. exponents. Nekhoroshev. . Theorm. Chirikov. Eric . Prebys. , FNAL. Coupled Harmonic Oscillators. USPAS, Knoxville, TN, January 20-31, 2014. Lecture 12 - Coupled Resonances. 2. Equations of motion. Define uncoupled frequencies:. Try a solution of he form:. Topic:. Resonances. Lecture by: C.P. Dullemond. Literature: Murray & Dermott „Solar System Dynamics“. What is a resonance?. A resonance is when two characteristic frequencies of a system match up. Unstable Klein-Gordon modes in an accelerating universe. Dark Energy. -does not behave like particles or radiation. Quantised unstable modes. -no particle or radiation interpretation. Accelerating universe. Supported . by: . BSF Grant No. 2006201 . . V. V. Mkhitaryan . Department of . Physics. University of Utah. In collaboration with . M. E. Raikh. Phys. Rev. . Lett. . . 106. , 256803 (2011).. clean Dirac fermions of a. . at J-PARC. Kiyoshi Tanida. . (Japan Atomic Energy Agency). 07/Oct./2015. NUFRA2015@Kemer, Turkey. Strangeness Nuclear Physics. Nuclei: many body systems of . nucleons. Can be extended by adding . Rauno . Julin. Accelerator Laboratory. Department . of Physics . . University of . Jyväskylä. . JYFL. Finland. Nuclear spectrocopy . is required to understand behaviour of nuclei far from stability. resonances. from . magnetic-dipole lines. Yuri Ralchenko. National Institute of. Standards and Technology. Gaithersburg, MD, USA. ADAS Workshop, 2013. Supported in part by the Office of Fusion Energy Sciences, U.S. DoE. Jae Woong Yoon. , . Kyu. Jin Lee, . Manoj. . Niraula. , Mohammad . Shyiq. . Amin. ,. and Robert Magnusson. Dept. of Electrical Engineering, University of Texas – Arlington, TX 76019, United States. on behalf of the ALICE Collaboration. Workshop “. Hadronic. resonance production in heavy ion and elementary collisions” . University of Texas in Austin. 5-7 March 2012. Hadronic. resonances from ALICE . . Software Group. Janusz. . Chwastowski. , . Dominik. . Derendarz. , . Pawel. . Malecki. , . Rafal. . Staszewski. , . Maciej. . Trzebinski. (Cracow). Akshay. . Katre. , Philippe . Mermod. (Geneva) . 2ImImImImImIm/maxwhere ImL and ImR are the le-incident and right-incident normalized intensity distributions respectively e normalized intensity distribution naturally represents the eective cavity To Part I. . Unstable. vs. . stable. nuclei: . neutron-rich. and . proton-rich. . systems. Limit of . nuclear. . stability. and . definition. of . drip. . lines. From: Exotic Nuclei, J. Enders, TU Darmstadt, Summer 2003. L-35 Nuclear structure. what’s inside the nucleus. what holds it together. isotopes. radioactivity. half-life. L-36 Nuclear energy. nuclear fission. nuclear fusion. nuclear reactors. nuclear weapons.
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