125 Bibliografia
[1] Bloch F, Hanson WW, Packard M. Nuclear Induction. (1946) Phys Rev;
69: 127.
[2] Purcell EM, Torrey HC, Pound RV. Resonance Absorption by Nuclear Magnetic Moments in a Solid. (1946) Phys Rev; 69:37-38.
[3] Abragam A. The principles of nuclear magnetism. (1961). London, Oxford University Press.
[4] Allen PS. Some fundamental principles of nuclear magnetic resonance. In medical Physics monograph No. 21: The Physics of MRI: (1992) AAPM Summer School Proceedings, American Institute of Physics, 21:15.
[5] Lauterbur PC. Image formation by induced local interactions: examples employing nuclear magnetic resonance. (1973) Nature 242:190.
[6] Lauterbur PC. Image formation by induced local interactions: examples employing nuclear magnetic resonance. (1974) Pure Appl. Chem. 40: 149.
[7] Hinshaw WS, Bottomley PA, Holland GN, et al. Radiographic thin-section of the human wrist by nuclear Mangetic Resonance imaging. (1977) Nature 270:722.
[8] Mansfield P, Pykett IL. Biological and Medical imaging by NMR. (1978) Journal of Magn. Reson.. 29:355.
[9] Hedelstein WA, Hutchinson JMS, Johnson G et al. Spin-Warp NMR imaging and applications to human whole body imaging, Phys. (1980) Med. Biol. 25:751.
[10] Pykett IL, Mansfield P. A line scan image study of a tumorous rat leg by NMR.
(1978) Phys Med. Biol. 23:961.
[11] Maudsley A. Multiple line-scanning spin-density imaging. (1980) Journal of Magn. Reson. 41:112.
[12] Makovski A. Volumetric NMR imaging with time-varying gradients. (1985) Magn. Reson. Med. 2:29.
[13] Mansfield P. Proton spin imaging by nuclear magnetic resonance.
(1976) Contemp. Physics. 17:553.
[14] Magnetic Resonance in Medicine. The basic Textbook of the European Magnetic Resonance Forum. (1993). P. Rinck Ed. Third Edition. Oxford, UK:
Blackwell Scientific Pubblications,.
[15] Stark D.D, Bradley W.G. Magnetic Resonance Imaging. (1999). Mosby Edts.
126
[16] Magnetic resonance of the cardiovascular system. (1991) Richard Underwood and David Firmin Eds. London, Oxford, Edimburgh, Blackwell Scientific Publications,.
[17] Lombardi M., Santarelli F. Risonanza Magnetica Cardiovascolare. (2000) Da:
Trattato di Cardiologia. ANMCO (Associazione Nazionale Medici Cardiologi Ospedalieri). Excerpta Medica Ed..
[18] Verrazzani L. Teoria dei segnali determinati. (1990). ETS Università Editore.
[19] Andrew, E. R., 1977, Phys. Bull., 28, 323-324.
[20] Andrew, E. R., R. Bottomley, P.A., Hinshaw, W.S., Holland, G.N., and Simoroj, C.,1977, Phiys. Med. Biol.,22, 971-974.
[21] Bottomley,P. A.,1977, presented at the British Radio Spettroscopy Graund Meeting on Biological Applications of NMR, Dundee, U.K.,14-15 September.
[22] Bottomley,P. A., 1978, J. Phys. E: Sci. Instrum.,11, 413-414.
[23] Domadian, R., Goldsmit, M., and Minkoff, L.1977, Physiol. Chem. Phys., 9, 97- 100.
[24] Grannel,.P.K., and Mansfield, P., 1975, Phys. Med. Biol.,20, 477-482.
[25] Dal Pozzo. Compendio di Risonanza Magnetica. Cranio e Rachide.Torino, UTET; 2001.
[26] R.S. Khandpur. Handbook of biomedical instrumentation. MacGraw-Hill, 1991.
[27] P.B. Roemer , W.A. Edelstein , C.E. Hayes , S.P. Souza O.M. Mueller.The NMR phased array. Magn Reson Med 1990; 16: 192-225
[28] S.M. Wright , L.L. Wald. Theory and application of array coils in MR spectroscopy. NMR in Biomedicine 1997; 10: 394-410.
[29] Ray F. Lee, Randy O. Giaquinto, Christopher J. Hardy. Coupling and Decoupling Theory and Its Application to the MRI Phased Array. Magnetic Resonance in Medicine, 2002, 48: 203-213.
[30] D. I. Hoult, P. C. Lauterbur. The sensitivity of the Zeugmetographic
Experiment Involving Human Samples. IEEE Transaction on Biomedical Engineering, 1998, Vol. 45, No. 5.
[31] A. Haase, F. Odoj, M. Von Kienlin, J. Warnking, F. Fidler, A.. Weisser, M.S Nittka, E. Rommel, T. Lanz, B. Kalusche, M. Griswold. A NMR Probeheads for In Vivo Applications. Concepts in Magnetic Resonance, Vol. 12(6), 361-388 (2000).
127
[32] S. Dey and R. Mittra. A locally conformal finite difference time domain (FDTD) algorithm for modeling three-dimensional perfectly conducting objects. IEEE Microwave Guide Wme Letters, Vo1.7, pp.273-276, Sept. 1997.
[33] S. Dey and R. Mittra. A modified locally-conformal FDTD algorithm for modeling 3-D perfectly conducting objects. Microwave and Optical Technology Letters. Vo1.17, No.6, 349-352, April 1998.
[34] S.Dey and R.Mittra. A conformal FDTD algorithm for modeling perfectly conducting objects with curve-surfaces and edges. Microwave and Optical Technology Letters,Vo1.27,N0.2, pp.136-138, Oct. 20; 2000.
[35] A. Monorchio. Note sui metodi di predizione numerica dei campi elettromagnetici. 2002.
[36] G. Giovannetti , L. Landini , M.F. Santarelli , V. Positano. A fast and accurate simulator for the design of birdcage coils in MRI . Magma Reson, 2002.
[37] G. Manara , A. Monorchio , P. Nepa . Appunti di Campi Elettromagnetici . SEU( Servizio editoriale Universitario di Pisa), 2005.
[38] D. Andreuccetti, M. Bini, A. Checcucci, A. Ignesti., L.Millanta., R. Olmi, N.
Rubino. Protezione dai campi elettromagnetici non ionizzanti. IROE (3° Edizione).
Firenze 2001.
[39] J. Jin, “Electromagnetic Analysis and Design in Magnetic Resonance Imaging, CRC Press, 1999.
[40] L. Bolinger, M.G. Prammer, J.S. Leigh, “A multiple frequency coil with a highly uniform B1 field”, J. Magn. Reson., Vol. 81, pp. 162-166, 1988.
[41] J. Tropp, “The theory of the bird-cage resonator”, J. Magn. Reson, Vol. 82, pp. 51-62, 1989.
[42] T.W. Button, P.A. Smith, G. Dolman, C. Meggs, “Properties and application of thick film high temperature superconductors”,
http://www.fmg.bham.ac.uk/properti
[43] G. Giovannetti, L. Landini, R. Roccella, M. F. Santarelli. “Sviluppo di un simulatore di bobine a radiofrequenza per applicazioni di Risonanza Magnetica ”.
Tesi di Laurea in Ing. Elettronica a.a. 1999/2000.
[44] L. Meini, L. Landini, G. Giovannetti. “Simulazione e Realizzazione di una Bobina Phased Array per Imaging con Risonanza Magnetica”. Tesi di laurea specialistica in Ing. Elettronica. a.a. 2005/2006.