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Hello, I am looking for someone to write an essay on Answer of 2 Question. It needs to be at least 500 words.The thickness for this slice is given by ∆z = where Gz is the gradient strength, ∆z is
Hello, I am looking for someone to write an essay on Answer of 2 Question. It needs to be at least 500 words.
The thickness for this slice is given by ∆z = where Gz is the gradient strength, ∆z is the slice thickness, γ is the young modulus, and δf is the offset frequency. Therefore, making the offset frequency to be the subject of the formula we get δf = where δf is the offset frequency (Sheil, 44). Hence,
From the figure, 7.9 showing out the signal of MRI obtained from fat and water there were two signals that were received. These signals include the signals from water which were at 4.8ppm and the signal from fat which was at 1.5ppm. The signal from water was displayed by a peak that was due to protons in water while that from fat was displayed by a peak due to protons within the fat. In the body of an organism, fat and water are the key components of protons. The molecules of fat and water contain a number of protons whose molecules is extremely beneficial in MR signal.
From the figure, there were two peaks. One peak, which was 4.8ppm, was due to protons in water. Another peak, which was 1.5ppm, was due to protons in fat. These two peaks had different ppm because of a number of reasons. First, the relaxation time (T1) for water takes a longer duration of time compared to that of fat. This was evident in figure 7.10 where the weighted T1 image recorded reduced signals from water. In addition to this, transverse time of relaxation (T2) of water that was free had a short correlation time compared to that of fat.
The decay of T2 is because of the interactions that are magnetic which occur in between the protons that are spinning. It is for this reason that the fat ppm had a shorter peak compared to that of water. Research has shown out that water has a longer time of relaxation since its natural motion frequency is higher compared to the clinically used larmor frequency (Sheil, 10). Relaxation time involves the time taken by protons to remain either coherent or have a phase rotation. This rotation normally
