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Self-Assembly of Synthetic and Biological Polymeric Systems of ...

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are aligned by means <strong>of</strong> an external magnetic bias field (commonly in the range <strong>of</strong> 0.2-3 T) <strong>and</strong><br />

the precession <strong>of</strong> the spins is excited by transverse RF pulses at a proton resonance frequency<br />

<strong>of</strong> about 42.58 MHz T -1 . After applying the pulse sequence, the induced magnetization decays<br />

<strong>and</strong> the longitudinal (T1) <strong>and</strong> transverse (T2) relaxation times <strong>of</strong> the precessing nuclear<br />

magnetic moments show tissue-specific differences that are used to generate the required<br />

image contrast. Imaging is performed by controlling external field gradients so that the<br />

resonance condition is fulfilled only in a restricted local region <strong>and</strong>, then, by scanning the<br />

resonant volume to be imaged. Magnetic response signals are detected by pick-up coils. In this<br />

way, the tissue-specific differences <strong>of</strong> the relaxation time T1 <strong>and</strong>/or T2 may be used for<br />

construction <strong>of</strong> the T1 <strong>and</strong> T2 weighted images showing optimal contrast <strong>of</strong> special tissue<br />

features. In practice, for optimization <strong>of</strong> tissue contrast a variety <strong>of</strong> different pulse sequences<br />

(e.g., the widely applied spin-echo methods) may be used (60)(61).<br />

Generally, a magnetic resonance scanner is essentially defined by three hardware groups <strong>and</strong><br />

their parameters: a) the main magnet with its homogeneity over imaging volume; b) the<br />

magnetic field gradient system with its linearity over the imaging volume; <strong>and</strong> c) the<br />

radi<strong>of</strong>requency (RF) system with its RF signal homogeneity <strong>and</strong> signal sensitivity over the<br />

imaging volume. Whole-body MRI imposes very special dem<strong>and</strong>s on these system components<br />

(62)(63):<br />

a) The main magnet. Magnetic resonance imaging requires a very strong magnetic field<br />

that has precisely the same magnitude <strong>and</strong> direction everywhere in the region we want to<br />

image. One <strong>of</strong> the key properties used to describe the quality <strong>of</strong> a MRI system is the<br />

uniformity, or homogeneity, <strong>of</strong> the applied magnetic field. For example, high-quality MRI<br />

systems made for clinical use in hospitals will have magnetic fields that vary less than 5 parts<br />

per million (ppm) over a 40 cm diameter spherical volume in the region desired for imaging.<br />

b) The magnetic field gradient. As mentioned earlier, a key property <strong>of</strong> the static<br />

magnetic field <strong>of</strong> a MRI system is its homogeneity, but anything we place inside the magnetic<br />

field tends to change the magnetic field slightly. To make the magnetic field as uniform as<br />

possible <strong>and</strong> to compensate for changes caused by different objects in the field, we shim the<br />

field. Shimming is typically h<strong>and</strong>led by placing small amounts <strong>of</strong> iron at specific locations within<br />

long trays that line the cylindrical magnetic field coil; or by several set <strong>of</strong> wire coils. Once the<br />

shimming is complete, the magnetic field is highly uniform over a central region where the<br />

imaging takes place.<br />

81

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