RAPHEX X Flashcards
A calibrated 137Cs beam has an exposure rate of 2000 R/hr at 100 cm from the source. Given that 137Cs has a specific activity of 88 Ci/g and an exposure rate constant of 3.43 R cm2 / (mCi hr),
ANSWER
what is the mass of 137Cs in the source? A. 0.33 g B. 0.66 g C. 33 g D. 66 g E. 330 g
D. 66 g
2000 [R/hr] / 3.43 [Rcm2/mCi-hr] = 583.09 [mCi/cm2] 583.09 [mCi/cm2] (100 cm)2 1/88 [g/Ci] 1/1000 [Ci/mCi] = 66 g
The 60Co decay rate is approximately _____% per _____. A. 1; day B. 1; month C. 1; year D. 10; day E. 10; month
1 % per month
t1/2 = 365 days * 5.3 years
I/Io = 0.99964 for a day
(1-0.99964)X100% is daily loss
In a nuclear reaction, the total mass of the final particles is 0.0015 amu LESS than that of the initial particles. This reaction results in _____MeV of energy _____.
C. 1.40; released Energy equivalent of 1 amu = 931 MeV. Q = 931 MeV 0.0015 = 1. 40 MeV. The above reaction is exoergic; that is, 1.4 MeV of energy is released.
The advantage(s) of a 270o bending magnet in a linear accelerator include(s) _____. A. smaller electron spot size on the x-ray target B. higher electron beam energy C. higher average x-ray energy D. less cost and complexity in building the linac E. All of the above are true.
A. smaller electron spot size on the x-ray target The electron beam exiting the accelerating cavity typically has an energy spread of 1% to 2%. The 270o bending magnet allows proper focusing of electrons of slightly different energies and, therefore, a smaller spot size on the target. There is also less loss of electron beam intensity with the 270o bending magnet, albeit at increased complexity and cost of building the linac. When using only a 90o bending magnet, lower-energy electrons would be bent slightly more than higher-energy electrons, thus resulting in a large spot size on the x-ray target. A larger spot size would, in turn, result in a slight degradation of beam penumbra sharpness, which is undesirable
The ion chambers in the linac treatment head monitor all of the following beam parameters except _____. A. dose rate B. energy C. integrated dose D. field symmetry E. All of the above are monitored.
B. energy The x-ray beam or the electron beam is incident on the dose monitoring chambers. The monitoring system consists of several ion chambers or a single chamber with multiple plates. Although the chambers are usually transmission type, i.e., flat parallel plate chambers to cover the entire beam, cylindrical thimble chambers have also been used in some linacs. The function of the ion chamber is to monitor dose rate, integrated dose, and field symmetry
Which of the following statements regarding MRI-guided treatment units is FALSE? A. The radiation source can be either a 60Co source or a linear accelerator. B. Patients with metal implants can be treated on an MRI-guided unit. C. There is a reduced ability to use couch kicks than what is available on a conventional linac.
D. All of the above are true. E. None of the above is true.
B. Patients with metal implants can be treated on an MRI-guided unit. The first combined MR treatment units used 60Co because exposing the beam of electrons to an external magnetic field is a difficult engineering problem. Even within the patient, the presence of the magnetic field affects the delivered dose distribution due to the interactions of the secondary electrons with the magnetic field. Metal implants may be subject to heating as well as magnetic forces, and many implants are not safe for use in any MR unit.
Which of the following statements regarding kV and MV photon production is FALSE? A. MV photon fluence production is more forward directed. B. Most MV beams utilize transmission targets. C. kV and MV beams experience heel effect. D. kV and MV x-rays can be created by accelerating electrons through an electric potential and hitting a target.
E. kV sources utilize a rotating anode.
C. kV and MV beams experience heel effect. The heel effect occurs due to nonuniform self-attenuation within the angled anode used in kV beam generation. MV beams utilize a uniform target and do not experience the heel effect.
Multi-leaf collimators are usually constructed from _____. A. tungsten B. lead C. steel D. beryllium E. chromium
A. tungsten According to AAPM TG-50, multi-leaf collimators (MLC) are usually made of a tungsten alloy because it is hard, machinable, inexpensive, and has one of the highest densities of any material.
An electron beam is most likely to interact with the _____ of an atom. A. inner shell electrons B. outer shell electrons C. nucleus D. proton E. neutron
B. outer shell electrons When a charged particle interacts with an atom, the influence of the particle’s coulomb force field affects the atom as a whole. Most of the interactions are “soft” collisions with outer shell electrons, transferring only minute fractions of the incident particle’s kinetic energy. This process is often referred to as the “continuous slowing-down approximation.”
For which curve would the first and second HVL be closest in value as the beams traverse a homogeneous material? A. A B. B C. C D. All have the same difference between the first and second HVL. E. There is not enough information to answer the question.
B
For a mono-energetic beam, the HVL is constant. The narrowest energy spectrum in the figure represents the situation where the first and second HVLs will be the closest
Which curve would see the largest increase in HVL with a low-energy filter placed in the beam? A. A B. B C. C D. No spectra would be affected. E. There is not enough information to answer the question.
A. A
Energy spectrum A has the largest proportion of low-energy components that would be removed by a low-energy filter. The other curves would be much less affected. Removal of this energy range would harden the beam and increase the HVL.B. Directly ionizing particles have a charge and can, therefore, ionize the atoms of the material via Coulomb interaction
Pair production is a process by which a photon interacts with _____: A. a tightly bound orbital electron B. an essentially free electron C. the nuclear Coulomb field D. the neutrons in the nucleus E. None of the above is true
C. the nuclear coulomb effect Pair production occurs when a photon with energy above a threshold of 1.022 MeV interacts with the Coulomb field around a nucleus. The photon disappears, and an electron-positron pair is produced.
If the transmission values for radiochromic films exposed to 0 cGy and 275 cGy are 5000 and 500, respectively, what is the net optical density corresponding to 275 cGy? A. 0.55 B. 1.00 C. 1.26 D. 2.00 E. This cannot be determined from information given.
1.00 The dose received by the film can be related to the amount of light that can pass through the exposed film. This is known as the optical density. Given Io and It as the transmission values measured before and after an exposure, the optical density can be defined as: OD = log10 (Io/It). In this example, OD = log10 (5000/500) = 1.000.
Placing a single in-vivo dosimeter at the prescription point for a TBI treatment can verify that _____. A. the patient is at, or close to, the intended SSD B. the physician has prescribed the correct dose C. dose homogeneity is as expected D. All of the above are true. E. None of the above is t
A. the patient is at, or close to, the intended SSD TBI treatments are often delivered at extended SSDs, up to 400 cm, and in-vivo dosimetry can indicate whether the patient was positioned at the correct distance from the source. In-vivo dosimetry can inform the staff that the treatment was not being delivered as prescribed, but it cannot verify that the prescribed dose is correct. A single dosimeter at the prescription point cannot give information about the dose homogeneity throughout the patient. In that case, dosimeters would need to be placed at a number of locations along the body.
Which of the following commissioning dosimetry tests would be most useful in determining the threshold for the minimum number of monitor units allowed for an individual subfield within a step-and-shoot delivery? A. machine output calibration B. beam profile constancy C. MU linearity D. output vs. gantry angle E. MLC spee
. MU linearity MU linearity tests would determine the minimum deliverable monitor units at which the ratio of dose to monitor units is consistent.
Which of the following is NOT an advantage of a dynamic wedge compared to a physical wedge? A. central axis depth dose curve has less dependence on wedge angle B. less treatment time C. less outside-the-field dose D. better target coverage for treatment of moving tumor E. less beam hardening
better target coverage for treatment of moving tumor
A physical wedge changes the beam energy fluence of the primary x-ray beam through the insertion of a metallic filter at the gantry head, resulting in beam hardening and, hence, a stronger depth dependence of the wedge factor. The number of MUs used to deliver a particular dose using a dynamic wedge field is less than that used for a physical wedge field due to less attenuation of the primary radiation. Physical wedges create more scattered radiation outside the field, which arises from the interaction of the beam with the material of the physical wedge. The “interplay effect” is the result of the interplay between the moving tumor and the motion of the radiation beam as defined by the dynamic wedges (or IMRT) and can result in dose discrepancy. Dynamic wedges should be considered with caution before utilization for treatment in cases of respiratory organ motion
230 MU are delivered for treatment prescribed to a depth of 5 cm with a single 6 MV field at 100 cm SSD. Under these conditions, the PDD = 87.0%.
Calculate the PDD for a depth of 5 cm, 120 cm SSD, and the same field size on the surface. A. 84% B. 86% C. 88% D. 90% E. 92%
88% The Mayneord F-factor can be used for the calculation of the PDD at the new SSD: P(d, r, f2 ) / P (d, r, f1) = (f2 + dm)2 / (f1 + dm)2 (f1 + d)2 / (f2 + d)2 = (120 + 1.5)2 / (100 + 1.5)2 (100 + 5)2 / (120 + 5)2 = 1.011
Using the Mayneord F-factor, the PDD for 120 cm SSD = 87% 1.011 = 88%.
230 MU are delivered for treatment prescribed to a depth of 5 cm with a single 6 MV field at 100 cm SSD. Under these conditions, the PDD = 87.0%.
Calculate the MU to deliver the same dose at a depth of 5 cm, for a SSD of 120 cm, and the same field size on the surface. Ignore changes in the collimator scatter factor. A. 230 B. 276 C. 326 D. 330 E. 333
C. 326 When the SSD increases, the dose rate at dmax decreases following 1/r2, and the PDD increases because of the effects of the inverse square law. The dose/MU at dmax changes by: (100 + 1.5)2 / (120 + 1.5)2 = 0.698. The PDD for 120 cm SSD changes by the Mayneord F-factor: (120 + 1.5)2 / (100 + 1.5)2 . (100 + 5)2 / (120 + 5)2 = 1.011. The new MU for 120 cm SSD = 230 MU / (0.698 1.011) = 326 MU.
Orthogonal junctions are created between the lateral brain fields and a posterior spine field in a craniospinal irradiation. The _____ is used to calculate the collimator rotation angle of the cranial fields so that their caudal field border is parallel to the cephalad border of the spinal field. A. cranial field size B. upper spinal field size C. lower spinal field size D. spinal field couch rotation E. upper spinal collimator angle
upper spinal field size This can be accomplished by rotating the collimator of the cranial fields through θcoll, where θcoll = arc tan [(L1 / 2) / 100] and L1 is the field size of upper spinal field.
Orthogonal junctions are created between the lateral brain fields and a posterior spine field in a craniospinal irradiation. The _____ is used to calculate the couch rotation angle of the cranial field for matching between the spinal field and the diverging border of the cranial field. A. cranial field size B. upper spinal field size C. lower spinal field size D. cranial collimator angle E. upper spinal collimator angle
A. cranial field size To match the diverging cranial fields with the diverging spinal field, the couch needs to be rotated through θcouch in addition to the rotation of the cranial fields through θcoll. θcouch = arc tan [(L2 / 2) / 100]; L2 is the field size of cranial fields.
Horns in the photon beam profiles are more pronounced for _____ MV photons, _____ field sizes, at _____ depths. A. 15; small; shallow B. 15; large; deep C. D. E.
6; large; deep
6; large; shallow 6; small; shallow
D. 6; large; shallow Field flatness for photon beams across the central 80% of the full width at half maximum of the profile in a plane is given by F = [(M – m) / (M + m)] 100%, where M and m are the maximum and minimum dose values in the central 80% of the profile, respectively. Standard linac specifications generally require that F be within 3% at a 10 cm depth in water. Low-energy and large-field-size photon beams have lower effective energies in off-axis directions, and they have more scattered dose contribution to the center of the field as the depth increases. Compliance with the criteria of 3% beam flatness at 10 cm depth results in “over flattening,” or “horns,” at shallow depths. This effect is more significant for larger-field-size beams.
For photon fields, the geometric penumbra decreases as the source-collimation distance _____ and as the source-surface distance _____. A. increases; increases B. increases; decreases C. decreases; increases D. decreases; decrease
B. increases; decreases The geometric penumbra is given as P = s(SSD + d – SCD) / SCD, where P is the penumbra, s is the source size, SSD is the source-surface distance, d is the depth in the patient/phantom, and SCD is the source-collimation distance. From the formula, it can be seen that the penumbra will decrease with a decrease in SSD and an increase in SCD
What is the best method to reduce the possibility of a skin reaction for a prone breast treatment when the apex of the breast is making contact with a treatment table? A. Close the anterior jaw to block the breast apex. B. Increase the beam energy to reduce the skin dose. C. Apply a 5-mm bolus. D. Apply a beam spoiler. E. Place thick, dry gauze between the apex of the breast and the treatment table.
E. Place thick, dry gauze between the apex of the breast and the treatment table. The skin reaction would be caused by scatter coming from the couch to the breast apex. Adding gauze would physically separate the breast from the couch, reducing the scatter dose. Closing the anterior jaw would block some of the target, so is not acceptable. Bolus and spoilers would increase the breast surface dose in general. Changing the beam energy would reduce the breast surface dose medially and laterally, but would not prevent the problem of scatter from the couch being incident upon the breast apex
The dose at the isocenter (100 cm SAD), at a depth of 10 cm, is 200 cGy from equally weighted parallel-opposed anterior-posterior beams. Assuming that the patient separation is 20 cm, what is the dose at a depth of 5 cm from the anterior surface given the following TMRs?
TMR (d = 1.5) = 1.000 TMR (d = 5) = 0.920 TMR (d = 10) = 0.780 TMR (d = 15) = 0.640 TMR (d = 20) = 0.520
ANSWER
A. 202 cGy B. 205 cGy C. 208 cGy D. 211 cGy E. 215 cGy
205 cGy
Knowing the dose at one point, you can calculate the dose at any other by using the inverse square law and the ratio of TMRs. Each beam delivers 100 cGy to a depth of 10 cm. From the AP, the source-point distance is 95 cm, and from the PA, the source-point distance is 105 cm. Therefore, Dant depth=5 = {Dd=10 from AP (100 / 95)2 [TMR(d = 5) / TMR(d = 10)]}AP beam + {Dd=10 from PA (100 / 105)2 [TMR(d = 15) / TMR(d = 10)]}PA beam = 205 cGy
what FS is used for Sc?
collimator setting (jaw size), not MLC defined FS
TMR and Sp use MLC defined field size
What are the optimal wedge angles needed to create a uniform dose distribution for a pair of photon fields separated by a gantry angle of 120°?
30° The angular separation between the fields, 120° in this case, is defined as the hinge angle. The most appropriate wedge angle that results in the most uniform radiation dose for a given hinge angle is given by: Wedge angle = 90° – Hinge angle/2 = 90° – 120° / 2 = 3
The dose calculated and displayed by most treatment planning systems (TPS) in the x-ray buildup region is not reliable. Why? A. The electron contamination in the beam is calculated using a very simple model or not modeled at all.
B. Measurement of the dose, for the purpose of TPS commissioning, in a region without charged particle equilibrium requires the use of a special dosimeter, which is often not readily available.
ANSWER
C. The calculated results will vary with the CT voxel size and the dose calculation grid size. D. All of the above are true. E. None of the above is true.
D. All of the above are true. If one intends on delivering prescription dose to the surface of the patient, bolus should be used. If one needs to verify that the skin is getting an appropriate dose, an in-vivo dosimeter should be used. The treatment planning system dose calculation in the buildup region is not reliably accurate