For each of the following radiographic scenarios, sketch the setup and manually calculate the associated radiography matrix. 1. Scenario: ⚫ Height and width of the image in voxels: n = 2 (total voxels N = 4). ⚫ Pixels per view in the radiograph: m = 2. ScaleFac = √2. Angle of views: 0₁ = 90°,02 = 135°, 03 = 225°. 2. Scenario: • Height and width of the image in voxels: n = 2 (total voxels N = 4). ⚫ Pixels per view in the radiograph: m = 4. ScaleFac = √2/2. • Angle of views: 0₁ = 315°.

Advanced Engineering Mathematics
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Chapter2: Second-order Linear Odes
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For each of the following radiographic scenarios, sketch the setup and manually calculate the associated
radiography matrix.
1. Scenario:
⚫ Height and width of the image in voxels: n = 2 (total voxels N = 4).
⚫ Pixels per view in the radiograph: m = 2.
ScaleFac = √2.
Angle of views: 0₁ = 90°,02 = 135°, 03 = 225°.
2. Scenario:
•
Height and width of the image in voxels: n = 2 (total voxels N = 4).
⚫ Pixels per view in the radiograph: m = 4.
ScaleFac = √2/2.
•
Angle of views: 0₁ = 315°.
Transcribed Image Text:For each of the following radiographic scenarios, sketch the setup and manually calculate the associated radiography matrix. 1. Scenario: ⚫ Height and width of the image in voxels: n = 2 (total voxels N = 4). ⚫ Pixels per view in the radiograph: m = 2. ScaleFac = √2. Angle of views: 0₁ = 90°,02 = 135°, 03 = 225°. 2. Scenario: • Height and width of the image in voxels: n = 2 (total voxels N = 4). ⚫ Pixels per view in the radiograph: m = 4. ScaleFac = √2/2. • Angle of views: 0₁ = 315°.
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