Science
Particle Decay Generator
Used by developers, writers, and creators worldwide.
A particle decay generator shows a real radioactive or particle decay — written as a proper reaction equation — with its products, half-life, and a note on why it matters. Physics teachers, students, and quiz-makers need accurate decay examples, and writing the equations correctly by hand is fiddly. This tool draws a complete, factually consistent example so the equation, half-life, and explanation always belong to the same process. Click to draw a decay and copy it. It is ideal for teaching radioactivity, building revision cards, writing physics questions, and explaining how dating methods like radiocarbon work. Because each example keeps its own facts together — never pairing a process with the wrong equation — you can trust the details and use them directly in lessons, problem sets, or notes.
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How to use
- Choose your options above
- Click Generate
- Copy your result
Detailed instructions
- Click Generate to draw a decay.
- Read the reaction equation.
- Note the half-life and explanation.
- Copy the card or draw again.
Use Cases
- •Teaching radioactivity and decay
- •Physics revision flashcards
- •Writing physics quiz questions
- •Explaining radiometric dating
- •Illustrating particle reactions
Tips
- →Use cards for physics revision.
- →Compare short and long half-lives.
- →Draw again for another process.
- →Pair with a decay-chain diagram.
FAQ
are the equations correct
Yes. Each decay is stored with its own correct reaction equation, real half-life, and an explanatory note, and the card is drawn as a whole. The equation and half-life always match the process named.
what is a half-life
A half-life is the time for half of a sample of unstable nuclei to decay. It ranges from nanoseconds for some particles to billions of years for isotopes like uranium-238, and it is shown on every card.
why study decay processes
Radioactive decay underlies nuclear power, medical imaging and therapy, and dating methods for rocks and fossils. Seeing real equations and half-lives makes these abstract processes concrete and memorable.