4.6 A magnetic field of 4.5 Twas passed through a nucleus of a hydrogen atom, 1H. Also a X-ray
photon (f = 2.5E19 Hz) was passed through the same atom.
Hint: Planck's constant h = 6.626E-34 Js
(i) Compute the energy of a 2.5El 9 Hz photon?
(3)
(ii) Calculate the energy of the photon that will be absorbed by a 1H nucleus (y = 4.258£7
Hz/1) in a magnetic field?
(4)
5.3 The net magnetization of magnetic resonance imaging (MRI) is set equal to zero, how long
will it take for the net magnetization to recover to 80% of its equilibrium value on a sample
which a T1 of 1.0 seconds?
(4)
QUESTION 5
[20]
5.1 State two types of x-radiations and discuss how they are produced in the x-ray tube.
(6)
5.2 During radiographic imaging techniques, the quality of an image is improved by using filters,
increasing the tube voltage, increasing the tube current and/or utilizing a target material with
high atomic number Z. For a scan that was carried around an organ of a patient by a
radiographer at a particular X-ray centre, the potential difference on the x-ray tube was 150
keV.
Sketch the diagram of Relative filtered intensity vs Photon energy showing two characteristic
x-rays on high energy values of the highest peak.
(4)
5.3 Briefly discuss the following terms;
(i) Effective dose
(2)
(ii) Linear Energy Transfer (LET)
(2)
5.4 A 99mTc generator is in transient equilibrium. The activity of Mo-99m at time to is 16 mBq.
After 156 hrs the activity of 99Mo is 3.2 mBq since there was no milking took place. Estimate
the activity of the daughter nuclide. Note: 99Mo, T112= 67 hr and 99mTc, T112= 6.05 hr. (6)
END
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