Biomedical Engineering Reference
In-Depth Information
[39] Special Issue on Microwave in Medicine with Accent on the Application of Elec-
tromagnetics to Cancer Treatment, IEEE Trans. Microwave Theory Tech. , Vol. 26,
No. 8, 1978.
[40] W. C. Dewey, L. E. Hopwood “Cellular responses to combinations of hyperther-
mia and radiation,” Radiology , Vol. 123, pp. 463-474, 1977.
[41] Y. Kamimura, Y. Amemiya, Automedica , Vol. 8, Gordon and Breach, 1987, pp.
295-313.
[42] C. J. Lewa, Z. Majewska, “Temperature relationships of proton spin-lattice relax-
ation time T 1 in biological tissues,” Bull Cancer , Vol. 67, pp. 525-530, 1980.
[43] H. Kato, E. Kano, T. Sugahara, Y. Ujeno, T. Nishida, T. Ishida, “Possible applica-
tion of noninvasive thermometry for hyperthermia using NMR,” in E. Kano (Ed.),
Proc. Int. Conf. Cancer Therapy by Hyperthermia, Radiation and drugs , Kyoto,
Sept. 5, 1981, Mag. Bros. Inc., Tokyo, 1983, pp. 33-38.
[44] H. Kato, E. Kano, H. Tanaka, T. Ishida, “Non-invasive thermometry using NMR-
CT, hyperthermic oncology,” Proc. Sixth Annual Meeting of Hyperthermia Group
of Japan , Nov. 4-5, 1983, pp. 162-163.
[45] D. L. Parker, V. Smith, P. Sheldon, L. E. Crooks, L. Fussell, “Temperature distri-
bution measurement in two dimensional NMR imaging,” Med. Phys. , Vol. 10, pp.
321-325, 1983.
[46] Y. Kamimura, Y. Amemiya, “An experimental study of temperature resolution of
a thermometry using the field focusing NMR,” Trans. IECE Japan , Vol. J68-C, pp.
562-569, 1985.
PROBLEMS
4.1. Explain the meanings of electronic polarization, atomic polarization, and
orientation polarization.
4.2. Derive expression (4.23).
4.3. Derive Eq. (4.33) using expressions (4.30), (4.31), and (4.32).
4.4. Derive Eq. (4.38) from Maxwell's equations.
4.5. Calculate the first expression in (4.54) and derive the second expression
in (4.54).
4.6. Explain the Seebeck effect.
4.7. Explain the principle of the optical fiber thermometer.
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