Half-Life Calculator

Click on Calculate Volume or Calculate Temperature you wish to calculate.

T12=T×log2log[AmtBAmtE]
AmtE=AmtB2n
n=TT12
T1/2 = Half Life
T = Elapsed Time
AmtB = Beginning Amount
AmtE = Ending Amount

or or or

Enter value and click on calculate. Result will be displayed.

Enter your values:

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Result:

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What is a Half-Life Calculator?

A Half-Life Calculator is a tool used to determine the amount of a substance (such as a radioactive isotope, a drug, or a chemical) remaining after a certain period of time based on its half-life. The half-life is the time required for half of the substance to decay or be eliminated.

The general formula for calculating the remaining amount of a substance is:

where:

  • N(t) = Amount of the substance remaining after time t
  • N₀ = Initial amount of the substance
  • t = Time elapsed
  • t½ = Half-life of the substance

Why Use a Half-Life Calculator?

  • Quick & Accurate Predictions: Easily determine how much of a substance remains after a given time.
  • Essential in Radioactive Decay Studies: Used in nuclear physics, archaeology, and medical applications (e.g., radiopharmaceuticals).
  • Useful in Pharmacology: Helps calculate how long it takes for a drug to reach half of its concentration in the body.
  • Supports Environmental Science: Estimating the degradation of chemicals and pollutants over time.

How Does a Half-Life Calculator Work?

  1. Input Required:

    • Initial amount of the substance (N₀ )
    • Half-life of the substance (t½)
    • Time elapsed (t)
  2. Processing:

    • Uses the half-life formula to calculate the remaining amount of substance after the elapsed time.
  3. Output:

    • Remaining amount of the substance (N(t)).

When to Use a Half-Life Calculator?

  • In Nuclear Physics: Studying the decay of radioactive isotopes.
  • In Medicine: Determining the duration of drug activity in the body.
  • In Environmental Science: Estimating the persistence of pollutants in the environment.
  • In Archaeology: Dating ancient artifacts using radiocarbon dating techniques.
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About This Calculator
Created at  2024/11/17
Updated :
2025/03/25
Views :
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