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(1948), Relations Between the Transmitting and Receiving Properties of Antennas, Quarterly of Applied Mathematics, Vol V, pp 369 384, January Stjernman A and Josefsson L (2003), Reduction of Radar Cross Section (RCS) of Antenna Arrays by Systematic Variation of Impedance Load, in Proceedings of Antenn 03, pp 255 260, Kalmar, Sweden, May Tai C T (2001), A Scattering Theory of Receiving Antennas, Techn Rpt RL 999, Radiation Laboratory, University of Michigan, USA, November Thors B and Josefsson L (2001), The Radar Cross Section of a Conformal Array Antenna, in Proceedings of 2nd European Workshop on Conformal Antennas, The Hague, The Netherlands, April Thors B, Josefsson L, and Norgren M (2002), Self- and Mutual Admittance Calculations for Rectangular Waveguides Radiating into a Grounded Dielectric Slab, Techn Rpt TRITA-TET 02-07, Division of Electromagnetic Theory, Royal Institute of Technology, Stockholm, Sweden, November Thors B.

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The Wigner mode is the usual form of symmetry and symmetry breaking that is encountered in elementary quantum mechanics. Its characteristic signature is degenerate multiplet structure for the spectrum [see the comments following eq. (5.6)], and the violation of this kind of symmetry involves explicit symmetry-breaking terms in the Hamiltonian that lift the multiplet degeneracies. It is typical of the Wigner implementation of symmetry that the original multiplet structure is easily recognized for small symmetry breaking perturbations. A good example is provided by a spherical quantum-mechanical system such as an atom. In the absence of external fields the states form degenerate S U ( 2 ) multiplets as a consequence of the conservation of angular momentum. If we now place a magnetic field along the z-axis the rotational symmetry is lost since a preferred direction has been selected in space; the corresponding nondegenerate multiplet structure is well known from the Zeeman effect, as Fig. 8.1 illustrates. In grouptheoretical language the original S U ( 2 ) symme-

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(2003), Radiation and Scattering from Conformal Array Antennas, PhD Thesis, Royal Institute of Technology Thors B and Josefsson L (2003), Radiation and Scattering Trade-Off Design for Conformal Arrays, IEEE Transactions on Antennas and Propagation, Vol AP-51, No 5, pp 1069 1076, May Thors B and Rojas RG (2003), Uniform Asymptotic Solution for the Radiation from a Magnetic Source on a Large Dielectric Coated Circular Cylinder, Radio Science, Vol 38, No 5, pp 41 4-12 Thors B, Josefsson L, and Rojas R G (2004), The RCS of a Cylindrical Array Antenna Coated.

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427. G. A. Olah, G. Rasul, C. York, and G. K. S. Prakash, l. Arn. Chern. Soc. 117, 11211 (1995). 428. S. Saito, T. Ohwada, and K. Shudo, l. Arn. Chern. Soc. 117, 11081 (1995); l. Org. Chern. 61, 8089 (1996). 429. T. Miyai, Y. Onishi, and A. Baba, Tetrahedron 55, 1017 (1999). 430. D. Barthomeuf, Catal. Rev.-Sci. Eng. 38,521 (1996). 431. W. S. Wieland, R. J. Davies, and J. M. Garces, l. Catal. 173,490 (1998).

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