Module 1Unit 2: Learning tasks |
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TasksOpen
patient case “8 Phantom for comparison”, Case 2 from the archive. Enter your name in the
textbox,
click on "Accept cmts" and save the case to the
checkpoint database (select "My own storage"). This
case provides an opportunity to investigate how different beam parameters
influence the dose distribution of a single beam in a water phantom. The virtual phantom used here has the dimensions 40 x 40 x 40 cm³.
The density of the phantom is set to 1.0 g/cm³ corresponding to
water at room temperature.
Preliminary steps In order to compare the effects of different parameters, it is sometimes useful to have a reference plan. Plan
1 is used
as the reference plan with standard settings (set plan colour to green) Open both plans
(corresponding to the same phantom). Add
a transverse view to both plans and compute the dose distribution. To normalize the plans to the maximum dose on the central axis, compute the point doses in the Point dose panel and set the dose at depth of the dose maximum (for 6 MV: zmax=1.6 cm) to 100 cGy.
Plan 2 is the plan that you can modify. Henceforth you'll only work on Plan 2! Keep Plan 1 open as reference. Documentation
b) For a field size of 10 x 10 cm², 100 MU, 6MV photon beam, what SSD results in an absolute dose of 1 Gy in the depth of the dose maximum? c) Switch back to standard settings and
Task 2: Wedges Switch back to
standard settings. In the Beam panel, click the button labelled "No
wedge" to add a wedge to your beam. Explore what happens to the dose
distribution for different wedges. Determine the
wedge factor for a 45° wedge at zmax.
Task 3: Parallel opposed beams
Switch
back to standard settings. Use
the Copy 180-function in the Beam panel to add an additional parallel
opposed beam. Compute the dose and normalize the beams to 100 cGy at
the centre of the phantom (Point 14, 20 cm depth).
Task 4: Effect of inhomogeneity corrections Open patient case “8 Phantom for comparison”, Case 3 from the archive. For this case an organ is embedded in the phantom. The organ has the same density as the water
phantom (1.0 g/cm³). Compute the isodose distribution.
The remaining functions of the Volume editor will be described in Learning module 2! |
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