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Calculations-Inverse Square Law Simplified Revision Notes

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Inverse Square Law Calculations

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Introduction

  • In physics, the inverse square law is a fundamental principle that describes how a physical quantity or force diminishes with distance from a point source. In this set of calculations, we will apply the inverse square law to solve two problems related to irradiance.

Problem 1: Power Calculation

  • Given: A lamp illuminates a screen of area A at a distance r. The irradiance (E) at the screen is E₀.
  • We need to calculate the power (P) of the incident beam.

Solution for Problem 1

Power Calculation:

  • We can calculate the power using the formula:
  • E = P / A
  • Rearranging for P:
  • P = E × A
  • Substituting the given values:
  • P = E₀ × A

Problem 2: New Irradiance Calculation

  • Given: If the screen is moved to a distance of r' from the lamp, we need to find the new irradiance (E').

Solution for Problem 2

New Irradiance Calculation:

  • According to the inverse square law, irradiance is inversely proportional to the square of the distance from the source:
  • E ∝ 1 / r²
  • When the screen is moved to a new distance r', the new irradiance E' can be calculated as:
  • E' = E / (r')²
  • Substituting the given values:
  • E' = E₀ / (r')²

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Inverse Square Law Calculations

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Summary

  • In these calculations, we applied the inverse square law to solve two problems related to irradiance.
  • In problem 1, we calculated the power of the incident beam using the formula P = E₀ × A.
  • In problem 2, we found the new irradiance when the screen is moved to a different distance r using the formula E = E₀ / (r)².
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