1997
DOI: 10.1006/jmre.1996.7488
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Resonant Modes of the Birdcage Coil

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Cited by 89 publications
(70 citation statements)
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“…It is well known (9) that the symmetry of traditional circular birdcage coils yields an inductance matrix whose circulant symmetry (10) is conveniently exploited by using equal capacitances at each of the ladder network's meshes, resulting in two degenerate modes having the desired current distributions. For a coil lacking such symmetry, however, it may be readily shown that to reduce the resonance eigenvalue problem to one having circulant symmetry, the topology of the ladder network would need to be modified to include capacitive connections between all meshes, rather than only those between adjacent meshes available in the birdcage coil.…”
Section: Capacitance Calculationmentioning
confidence: 99%
“…It is well known (9) that the symmetry of traditional circular birdcage coils yields an inductance matrix whose circulant symmetry (10) is conveniently exploited by using equal capacitances at each of the ladder network's meshes, resulting in two degenerate modes having the desired current distributions. For a coil lacking such symmetry, however, it may be readily shown that to reduce the resonance eigenvalue problem to one having circulant symmetry, the topology of the ladder network would need to be modified to include capacitive connections between all meshes, rather than only those between adjacent meshes available in the birdcage coil.…”
Section: Capacitance Calculationmentioning
confidence: 99%
“…In another work by Vullo et al, a noncylindrical birdcage coil design was also demonstrated (6). Recently, treating the coil as a periodic structure, Leifer performed the resonant frequency calculation using discrete Fourier transform of the coupling vectors (7). These previous studies focus on predicting resonant frequencies and corresponding current patterns from known capacitances and calculated inductances.…”
Section: Introductionmentioning
confidence: 96%
“…[9], S 11 modulations by cylindrical ferrites (length-to-diameter ratio ϳ3Ϭ4) were recorded in the center of the resonator using a network analyzer. Fourier transformation revealed the double frequency of rotation (␦ / ϳ sin 2 ) and no higherorder harmonics were found (within 5% accuracy).…”
Section: Methodsmentioning
confidence: 99%