![]() ![]() ![]() Made massive money from CL prize money and selling on the likes of Aghahowa. I'd won about six CL titles in a row and fifteen league titles. Sack some of the coaches who are already there and look to hire coaches who have 18+ ratings for Coaching Outfield Players, Man Management and Motivating. If you buy the above players it's also important to have decent coaches to improve them. Some of the coaches at the club when you begin a new game have pretty poor stats. John Terry can usually be bought for no more than £10 million. If you have a decent enough team and sign him you're practically guaranteed CL titles. Sometimes you can get him for about £20 million. Once got over £40 million selling him on to Barcelona.Īnelka - you can usually get him quite cheaply because he hands in a transfer request at PSG a season or two in With CD Dons now the Champs they can attract the best of the angry mob… Recap of Rules & Objectives Vinny Jones captain.Julius Aghahowa - a sublime player. Will there … Continue reading → CD Dons – Episode 14: Spanish Stitch Up | did the seemingly impossible and led a hostile takeover of La Liga. We’re out of Europe, but are just ten games away from being crowned La Liga champions for the first time. We keep occupying the first place in the league and our CL Group … Continue reading → Basque Boys – Part 31: Squeaky Basque bum time | It’s Friday, so pour yourself a sangria and prepare for the season five finale of Basque Boys. This blog has seen people push the boundaries of that answer, with weird and wonderful scenarios created to test managerial mettle alongside some of the … Continue reading → The Unexpected Champions – Part 14 | allemaal! After a hectic week with a closed school and children getting sick, I am glad it is finally weekend. Something I am always asked is what I think the greatest challenge is in CM9798. It’s our final season … Continue reading → Out of the Box Barnsley – Part 1: Bucket List That’s how many goals David Brown has scored for AFC United. You can follow Andrew on twitter: United – Part 34 : The Winner Takes It Hall | Monday! Here’s Matt twisting all of our melons with the end of another AFC United season and the race for records is on… 449. So, here’s what were going to do – re-sim the season back through to the 20 th of February 2001 and we’ll pick up from there when I’m back up and running next week. The save file disappeared and, having tried to remedy it in the same way as CM01/02, couldn’t find the file – possibly due to not installing in program files but straight to the C: drive. I cockily didn’t run the game in compatibility mode. Well, that’s as far as we got, I’m afraid then this:Įveryone’s worst nightmare. Parry has stepped up when required but ideally, he needs some good loan time to get his stats up. A few of our attackers need to develop a bit more, the Bak-Man isn’t quite at Yuri’s level. I’ve learned a bit about the players at our disposal in 00-01 so far. We’re probably going to be wrapped up in a short while. A usual reminder of the table (as I don’t want to remember losing to Man Utd in the FA Cup): If you’ve missed what you’re not sure this is, you can catch up from last week here. Hello and welcome back in time 20 seasons to a past that never happened, or a future that never happened depending your take on this save. ![]()
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![]() ![]() in topological insulators, Weyl semimetals, cuprates Hasan and Kane ( 2010) Ando ( 2013) Wan et al. ( 2017), presently the Higgs mechanism has been acknowledged in semiconductors physics only in somehow exotic materials, like e.g. ![]() However, beside plasmons phenomenology Anderson ( 1963) and related plasmonics Blaber et al. Anderson one year before in superconductivity Anderson ( 1963), and the existence of Anderson-Higgs modes in condensed matter physics – in superconductors, cold-atoms in periodic lattices, in Bose-Einstein condensates, in antiferromagnets, in charge density waves Littlewood and Varma ( 1981, 1982) Podolsky et al. Higgs in 1964 for particle physics Higgs ( 1964), is the relativistic analog of the plasmon phenomenon described by P. However, the Higgs mechanism, as described by P. These concepts are seemingly far removed from physics of conventional semiconductors and metals commonly employed in electronics and optoelectronics industry. In addition, the Higgs mechanism describes all the phonon-phonon interactions, including a possible perturbation of the acoustic phonon’s frequency dispersion relation induced by the eventual optical phonon, a peculiar behavior not described so far in these terms. Instead, an eventual acoustic phonon’s frequency-gap appears only in the strong nonlinear regime, and it is due to an anharmonic term, the same term arising from the gauging of T ( 3 ), an approach which did not provide any description of the optical phonon, though. The optical phonon’s frequency-gap is present in all regimes, and it arises from a mass-like term in the Lagrangian due to the Higgs mechanism itself. In fact, we show that both the acoustic and optical phonon – the latter never appearing following the other two approaches – emerge respectively as the gapless Goldstone (phase) and the gapped Higgs (amplitude) fluctuation mode of an order parameter arising from the spontaneous breaking of a global symmetry, without invoking the gauge principle. A different perspective overcomes this contradiction. However, the non-Abelianity of T ( 3 ) makes the acoustic phonon a frequency-gapped mode, in contradiction with its description as Goldstone boson. It has also been described as the gauge boson that appears when the free electrons’ Lagrangian in the crystal is requested to be locally gauge invariant with respect to T ( 3 ), the group of the infinitesimal spatial translations. In crystalline solids the acoustic phonon is known to be the frequency-gapless Goldstone boson emerging from the spontaneous breaking of the continuous Galilean symmetry induced by the crystal lattice. ![]() |
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