Average Mass Formula:
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The average mass is the weighted mean of all isotopic masses of an element or molecule, taking into account their natural abundances. It's particularly important in mass spectrometry for interpreting spectra and calculating molecular weights.
The calculator uses the average mass formula:
Where:
Explanation: The calculator sums the product of each isotope's mass and its relative abundance to determine the overall average mass.
Details: Calculating average mass is essential for interpreting mass spectra, determining molecular weights in chemical analysis, and understanding isotopic distributions in samples.
Tips: Enter at least one mass-abundance pair. You can enter up to three isotope pairs. Masses should be in amu, abundances as decimals between 0 and 1 (e.g., 0.25 for 25%).
Q1: What's the difference between average mass and monoisotopic mass?
A: Monoisotopic mass uses the most abundant isotope, while average mass considers all naturally occurring isotopes weighted by their abundance.
Q2: How many decimal places should I use for abundances?
A: Typically 4 decimal places (e.g., 0.9893 for 98.93%) provides sufficient precision for most applications.
Q3: Where can I find isotopic abundance data?
A: The IUPAC publishes standard isotopic abundances. Many chemistry references and online databases also provide this information.
Q4: Why does my calculated average mass differ slightly from published values?
A: Small variations can occur due to rounding of isotopic masses or abundances, or natural variations in isotopic composition.
Q5: Can I use this for molecules with multiple elements?
A: For molecules, you would calculate the average mass for each element separately and then sum them according to the molecular formula.