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27 Jan 2013: r=a. BBrBz.  = [U]r=a B (2.24)Equilibrium of forces at the interface results in. ... The rail pads andbearings are modelled as continuous resilient layers of stiffness ka and kb respectivelyper unit

28 Jan 2013: 24. 2.5.1 Modelling of tracks. 24. 2.5.2 Modelling of vibration from surface trains. ... whether continuous or intermittent) for the day or the nighttime. Experimental work by Duarte and Filho [24] shows that the sensitivity of people to a.

10 Nov 2013: ka†k. )] O(N. 1/20 ). cf. quantum AF in spin-wave approximation. ... 2. (akak a. †ka†k. )]As with quantum AF, Ĥ diagonalised by Bogoluibov transformation:(.

22 May 2013: Theorem 4.2. The vector of mean hitting times kA = (kAi : i I) is the minimalnon-negative solution to the system of linear equations. {. ... 24. 7 Invariant distributions. 7.1 Examples of invariant distributions. Many of the long-time properties of

2 Jan 2013: indicate that the bacterium has recently invaded the host. population [18,22–24], while higher levels of mtDNA variation. ... deviation: 1.84) and relative mtDNA coverage is 9.79 (24.7). times greater than nuclear coverage.

19 Oct 2013: GRAVITY WAVE GENERATION BY VORTICAL FLOWS. IN A ROTATING FRAME. Rupert Ford. Churchill College Cambridge. A dissertation sublnitted for the degree of Doctor of Philosophy. at the University of Cambridge. October, 1993. To my grandparents. Margaret

19 Oct 2013: Another importantwave activity measure is given by the pseudomomentum vector,. p = kA =h′ u′. ... Because of the ray-invariance of absolute frequency we have that |kA| = |kB | asympto-tically.

19 Oct 2013: GRAVITY WAVE GENERATION BY VORTICAL FLOWS. IN A ROTATING FRAME. Rupert Ford. Churchill College Cambridge. A dissertation sublnitted for the degree of Doctor of Philosophy. at the University of Cambridge. October, 1993. To my grandparents. Margaret

26 Jul 2013: 4,5,24–30]. The individual locomotion of spermatozoa was first studiedby G. I. ... Bottom: Variation of the ratio of the minimum to themaximum of the rate of energy dissipation with ka (symbols).

26 Jul 2013: Received 24 May 2002; accepted 17 December 2002; published online 30 June 2003. ... ¤ and compute a matrix F with components fij = cij =( i ¤j ).The minimal-energy stabilizing feedback controller is then given by u = KÀ , whereK = B ¤ F ¡1.