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Figure 1.31 Cartoon depiction of the right-handed collagen triple helix. Depiction emphasises how three polypeptides in left-handed PII helical conformations associate to form the triple helical structure wherein each polypeptide adopts a gentle right-handed rope-like twist in order to maximise stabilising inter-chain hydrogen bond interactions. Structure is also stabilised by a sheath of ordered water molecules of solvation (illustration from Voet, Voet & Pratt, 1999 [Wiley], Fig. 6-17).

C = - 14F C uF where is a parameter. Show that the operator K now has an inverse that takes the the general form of the photon propagator given in Feynman rule 3.C for electrodynamics (see 53.9).

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6.2.3.1 Isolated Mutual Coupling. We start by analyzing the isolated coupling, that is, the mutual coupling between two elements only. The radius of the cylinder is 5 , and the aperture dimensions are 0.27 0.65 . When changing from the E-plane case to the H-plane case, both apertures are rotated 90 . The first results in Figures 6.2 and 6.3 show the E- and H-plane couplings, respectively, in the azimuth direction ( = 0 ), and as a function of the geodesic length s. The total distance covered in the figures corresponds to an angular sector of approximately 180 of the circular cylinder. A comparison with the corresponding planar case is also included. We observe that the H-plane coupling is weaker than the E-plane coupling (as it is in the corresponding planar case). The ripple is caused by the interference of two waves traveling in opposite directions around the cylinder. The amplitude of the coupling in the

[1] [2] [3] Okumura T., Ohmori E., Fukuda K., Field Strength and its Variability in VHF and UHF Land Mobile Services , Rev. Elect. Commun. Lab., 16(9 10), 1968, 825 873. Wal sh J., Bertoni H. L., A Theoretical Model of UHF Propagation in Urban Environments , IEEE Trans. Antenna Propagation, AP-36, 1988, 1788 1796. Athanasiadou G. E., Nix A. R., McGeehan J. P., A Ray Tracing Algorithm for Microcellular and Indoor Propagation Modelling , ICAP 95, IEE Conference Publication No. 407, 1995, pp. 231 235. Brown P. G., Constantinou C. C., Prediction of Radiowave Propagation in Urban Microcell Environments using Ray Tracing Methods , ICAP 95, IEE Conference Publication No. 407, 1995, pp. 373 376. Timmer Y., Bergenlid M., Estimating the Inter Cell Dependency Matrix in a GSM Network , VTC 99, pp. 3024 3028. GSM Speci cation 05.08 v8.4.0, Section 8.4.1. Mouly M., Pautet M. B., The GSM System for Mobile Communications, Cell & Sys., Telecom Publishing, Palaiseau (France) 1992. Barco R., Ca ete F. J., D ez L., Ferrer R., Wille V., Analysis of Mobile n Measurement-Based Interference Matrices in GSM Networks , IEEE Vehicular Technology Society Fall Conference, VTC 2001, 2001. Kuurne A., Mobile Measurement Based Frequency Planning in GSM Networks, Master s Thesis, Helsinki University of Technology, Laboratory of Systems Analysis, Helsinki, 2001. Nielsen T. T., Wigard J., Performance Enhancements in a Frequency Hoping GSM Network, Kluwers Academic Publishers, Dordrecht, 2000. Astrom K., Albertos P., Blanke M., Isidori A., Schaufelberger W., Sanz R., Control of Complex Systems, Springer-Verlag, London, 2000.

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