Stellar Life Cycle
This page shows a qualitative branching diagram for single-star evolution as a function of initial mass: collapse from a molecular cloud, protostar phase, main-sequence core hydrogen burning, then post-main-sequence evolution. Below the hydrogen-burning minimum mass (~0.08 M☉), objects become brown dwarfs. Stars up to roughly 8 M☉ typically eject envelopes and leave white dwarfs. More massive stars may explode as core-collapse supernovae, leaving neutron stars or black holes depending on core mass, mass loss, and metallicity — thresholds here are pedagogical, not precise models.
Who it's for: Introductory astrophysics; complements the HR diagram and nuclear binding pages.
Key terms
- main sequence
- planetary nebula
- white dwarf
- supernova
- neutron star
- black hole
How it works
**Stellar evolution** depends primarily on **initial mass**. A **molecular cloud** collapses into a **protostar**, then settles on the **main sequence** while fusing hydrogen in the core. After central hydrogen is exhausted, low- and intermediate-mass stars expand along the **giant** branch, shed envelopes as **planetary nebulae**, and leave **white dwarfs**. Above roughly **8 M☉**, a star can end in a **core-collapse supernova**; the compact remnant may be a **neutron star** or, for the most massive cores, a **black hole**. Thresholds are **schematic** — metallicity, rotation, and binary interaction change the story. Low- and intermediate-mass stars (≲8 M☉) shed their envelopes and leave a white dwarf — the Chandrasekhar mass (~1.4 M☉) caps the core.
Key equations
Frequently asked questions
- Why three numbers (0.08, 8, 25 M☉)?
- ~0.08 M☉ separates brown dwarfs from hydrogen-burning stars. ~8 M☉ is a rough lower bound for iron-core collapse supernovae in many textbooks. ~25 M☉ is a cartoon split between neutron star and black hole remnants; real models depend on winds, rotation, and binary interaction.
- Where is the asymptotic giant branch?
- Merged into “red giant” for clarity; intermediate-mass stars have an AGB phase before the planetary nebula.
More from Astronomy & The Sky
Other simulators in this category — or see all 28.
Exoplanet Radial Velocity
K from masses & P; sinusoidal V_r(t); M sin i.
Exoplanet Transit (light curve)
Uniform disk overlap; R_p/R_*; impact b; F(t) vs period.
Sphere of Influence (Hill)
r_H ≈ a (m/3M)^(1/3): schematic secondary orbit and Hill radius vs masses and a.
Measuring c (ToF toy)
c ≈ 2D/Δt round-trip; schematic path + Fizeau/Foucault context.
GPS & Relativity
Weak-field + SR clock drift estimates vs altitude and orbital speed.
Nuclear Binding Curve
Qualitative B/A vs A with fusion/fission context.