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Radiofrequency field

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Figure 1.26 shows simulations of the electric and magnetic fields generated around an eight‐rung birdcage transmit coil [5]. The magnetic B1‐field is highly uniform, whilst the electric field (E) is concentrated around the rungs. In air B1 decreases rapidly beyond the limits of the transmit coil.2 B1 is produced as a pulse consisting of a “carrier” frequency (at the Larmor frequency) multiplied by a shape or envelope (Figure 1.27). The simple rectangular pulses of Equation 1.2 are seldom used in practice and a more general expression for flip angle is

(1.8)


Figure 1.26 Simulated electric (L) and magnetic fields (R) from an eight‐rung birdcage coil. Scale in dB. Source [5], licensee BioMed Central Ltd.


Figure 1.27 RF pulse consisting of the carrier (Larmor) frequency multiplied by a shape function or pulse envelope. The example shown is a truncated sinc (sinx/x) function.

This is equal to the area under the curve of the pulse envelope. Three important points arise:

1 for the same pulse shape and duration, the B1 amplitude is proportional to the flip angle;

2 for the same pulse shape and duration, the B1amplitude required to produce a given flip angle is independent of B0;

3 the peak amplitude of B1 alone is not sufficient to characterize the RF exposure.

Essentials of MRI Safety

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