HVL/ATTENUATION Flashcards

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1
Q

What is the formula for calculating the Half-Value Layer (HVL)?

A
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1
Q

How do you calculate the mass attenuation coefficient?

A
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2
Q

What is the relationship between HVL and attenuation?

A
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3
Q

How do you compare attenuation for water, ice, and steam?

A
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4
Q

What does μ/ρ represent and why is it important?

A

μ/ρ is the mass attenuation coefficient, which is independent of the physical state (solid, liquid, gas).

Key to comparing how different materials absorb radiation based on their density and composition.

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5
Q

Second Half-Value Layer (HVL₂)
What is HVL₂?

A

HVL₂ is the additional thickness required to reduce the beam intensity by another factor of 2 after the first HVL. Typically, HVL₂ > HVL₁ for polyenergetic beams.

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6
Q

What is the linear attenuation coefficient?

A

µ is the constant that describes how quickly a material reduces the intensity of radiation. It varies with material type and density. The unit of µ is cm⁻¹.

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7
Q

How do you calculate the mass attenuation coefficient?

A

The mass attenuation coefficient is µ/ρ, where µ is the linear attenuation coefficient, and ρ is the material’s density.

Formula: [µ/ρ] = cm²/g

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8
Q

How do you calculate the reduction in intensity of radiation through a material?

A

Use the equation: I = I₀ * e^(-µx)

Where:

I is the final intensity.
I₀ is the initial intensity.
µ is the attenuation coefficient.
x is the thickness of the material.

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9
Q

What happens to the intensity of radiation if the distance from the source is doubled?

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10
Q
A
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11
Q

A cesium source has an initial intensity of 27 cGy/hr at 0.1 m. It is placed in a lead pig 3.15 cm thick. If cesium’s HVL in lead is 0.55 cm, find:

  1. The intensity at 0.1 m after the block.
  2. The intensity at 2.75 m with and without the block.
  3. The dose after a 40-hour work week.
A
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12
Q

How do you calculate the thickness of a material needed to reduce the dose rate of radiation?

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13
Q

How do you convert from MeV to keV?

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