LASER SIMULATION

Einstein worked out stimulated emission in 1917, more than forty years before the first laser actually fired in 1960. As long as the upper level holds fewer atoms than the lower one, the device is merely a lamp; only when the pump power is strong enough to push the population inversion ΔN past threshold does the photon count in the cavity surge into a beam. The reflectivity of the output mirror is the interesting trade-off: the tighter the mirror, the stronger the gain inside the cavity but the less light escapes, and a mirror that is too perfect leaves no usable beam at all.

▸ Loading the gain medium (ruby / He-Ne / diode)…
▸ Switching on the energy pump (optical/electrical)
▸ Calibrating atomic energy levels (E₁ ↔ E₂)
▸ Building the optical cavity — 100% & partially reflective mirror
▸ Testing stimulated emission (cloning identical photons)…
▸ Ready — Online. ✅
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⌂ Matter & Atoms

Simulation room Lasers & Stimulated Emission

Lasers
Online
pump · inversion · cavity
Laser cavity state
🔴 Stimulated emission
Pump power—
Inversion ΔN—
Mirror reflectivity—
Photons in cavity—
Gain factor—
Emission state—
Notes
LASER = Light Amplification by Stimulated Emission of Radiation. It needs population inversion (more atoms in the excited state than in the ground state) via energy pumping. A passing photon stimulates an atom to emit one more identical photon (same phase · direction · wavelength). A two-mirror optical cavity reflects light back and forth to amplify it → a coherent, monochromatic, collimated beam.
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Turn-on: photons surge past threshold (relaxation oscillations) pumpphoton count
About Lasers

Einstein worked out stimulated emission in 1917, more than forty years before the first laser actually fired in 1960. As long as the upper level holds fewer atoms than the lower one, the device is merely a lamp; only when the pump power is strong enough to push the population inversion ΔN past threshold does the photon count in the cavity surge into a beam. The reflectivity of the output mirror is the interesting trade-off: the tighter the mirror, the stronger the gain inside the cavity but the less light escapes, and a mirror that is too perfect leaves no usable beam at all.

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