Basic Treatment Planning

6


BASIC TREATMENT PLANNING


JEFF KITTEL, LISA ZICKEFOOSE, AND DIANA MATTSON





Question 2


What is the main advantage of treating patients in the prone position with a belly board for patients with rectal cancer?


 



Question 3


What is bolus?


 



Question 4


What is the definition of a hot spot in an external beam plan?


 




Answer 2


A belly board has an indented space for the entire abdomen to fall into, displacing the small bowel more anteriorly and further separating it from the tumor target volume, and minimizing the radiation dose to the small bowel. Another frequently used technique that also decreases the amount of small bowel in the field is to treat the patient with a full bladder. The full bladder will push the tumor volume inferiorly and separate the small bowel away from the tumor volume.


 



Answer 3


Bolus is any material (typically water equivalent) added on or near the patient surface. The use of bolus is to increase the surface (skin) dose when the tumor volume is located superficially. Sometimes bolus is also used to compensate for missing tissue such as in the treatment of an orbit when the eye has been removed.


 



Answer 4


A hot spot is a small volume that receives the highest radiation dose, higher than the prescribed dose of the target volume. In conventional radiation therapy, prior to the use of three-dimensional (3D) images and dose calculation, a hot spot was defined as an area encompassing 2 cm2 contiguous area that receives the highest radiation dose. In 3D conformal therapy (3DCRT), a hot spot is defined as a volume (0.03 mL) receiving the highest radiation dose.


 




Question 6


What is the geometric penumbra (P) at the skin given the following data: source size = 2 cm, source to skin distance (SSD) = 100 cm, source to collimator distance (SCD) = 56 cm?


 



Question 7


What happens to the size of the penumbra at a depth of 10 cm? (Assume the other parameters from Question 6 remain the same.)


 



Question 8


What would be the equivalent square for an open 8 cm × 24 cm field size?


 




Answer 6


Use the following formula:


image


 



Answer 7


image


Penumbra (P) width increases with an increase in depth assuming source to skin distance (SSD), source to collimator distance (SCD), and source size remain the same.


 



Answer 8


Use the following formula:


image


Where a is the area and p is the perimeter. The equivalent square has the same percent depth dose (PDD) as the rectangle, and can be used for monitor unit calculation for the rectangle. The formula is based on equating the ratio of area/perimeter between the square and rectangle.


 




Question 10


What is the principal advantage of isocentric techniques over source to skin distance (SSD) technique for a treatment with multiple fields?


 



Question 11


What is the wedge transmission factor if the output without the wedge is 222 cGy/MU and the output with the wedge at the same point is 125 cGy/MU?


 



Question 12


An object that measures 4 cm is placed on the patient’s skin at 100 cm source to skin distance (SSD). Its image on the radiograph measures 5.4 cm. What is the target to film distance (TFD)?


 




Answer 10


The isocentric technique eliminates the need to move the patient between fields. The isocenter is placed within the patient at a planned depth and the beams are directed from different directions. This technique relies primarily on the accuracy of machine isocentricity and not on the skin marks which can be unreliable points of reference.


 



Answer 11


The wedge transmission factor is 0.563 using the following formula:


image


The wedge transmission factor (or simply wedge factor) is defined as the ratio of output with the wedge divided by the output without the wedge. Due to the large thickness of the wedge, the wedge factor makes a substantial adjustment in monitor units.


 



Answer 12


The TFD is 135 cm using the following formula:


image


where TOD is the target object distance. As the object is on the skin, the TOD equals the SSD.


 




Question 14


When planning for whole breast treatment using tangent fields, how is the separation defined? At what separation should one consider increasing the beam energy from 6 to 10 MV to maintain a uniform dose distribution?


 



Question 15


Calculate the field gap on the patient’s skin surface for the following two fields to be matched at a depth of 5 cm from the skin surface.


12 cm W × 20 cm L at 100 cm source to skin distance (SSD)


12 cm W × 24 cm L at 100 cm SSD


 



Question 16


Calculate the angle of the lateral tangent beam for a breast treatment if the medial tangent beam is at the gantry angle of 56° and a symmetric field size of 10 cm (Width) and 18 cm (Length) at 100 cm source to axis distance (SAD) is used.


 




Answer 14


The separation is measured as the distance between the entrances of two tangential beams. If the separation exceeded 23 cm, increasing the beam energy from 6 to 10 MV can improve dose uniformity inside the breast (<110% of the prescription dose).


 



Answer 15


The gap would be 1.1 cm on the skin surface for these fields using the following formula:


image


where L1 is the length of the first field, L2 is the length of the second field, and d is the depth at which the fields are to be matched


image


 



Answer 16


According to the formula, image


Opposed tangent angle = Angle + 180° − (2 × divergence)


image


56°+180°− (2×2.86)=230.28°.


 




Question 18


What can be done to avoid or minimize the effects of cold and hot spots?


 



Question 19


What is the dose from each field at the junction point?


 



Question 20


Draw a diagram and calculate the skin gap for the spinal fields.


 




Answer 18


A procedure called “feathering” is usually performed by changing the position of field edges between fractions during the course of the treatment. This way hot and cold spots are moved around and their effects are diffused.


 



Answer 19


The dose from each field is 50% of the prescribed dose at the same depth for each field. This way a uniform dose is achieved throughout the treatment area at the same depth.


 

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Apr 9, 2017 | Posted by in ONCOLOGY | Comments Off on Basic Treatment Planning

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