CW Lasers — Abridged Guide
Quick-reference guide to CW lasers — classification, threshold, beam quality, coherence, thermal management, and selection. For full derivations and worked examples, see the Comprehensive Guide.
Comprehensive CW Lasers Guide →A continuous-wave (CW) laser emits a constant, uninterrupted beam — output power is time-independent once steady state is reached, unlike pulsed or ultrafast lasers that concentrate energy into discrete bursts.
CW lasers are the default choice when the application needs stable, continuous illumination — spectroscopy, interferometry, alignment, trapping, and telecom all rely on CW sources.
CW operation requires a gain medium that sustains continuous population inversion under steady pumping. The first CW laser was the helium-neon (1961), and today CW sources span from UV to far-IR at power levels from microwatts to hundreds of kilowatts.
CW lasers are classified by gain medium — gas, solid-state, semiconductor, fiber, and dye — each offering distinct wavelengths, power ranges, beam quality, and cost profiles.
For most new designs, check fiber lasers (high power, excellent beam quality) and semiconductor diodes (low cost, compact) before considering legacy gas or bulk solid-state sources.
| Family | Example | Wavelength | Power Range | M² |
|---|
| Gas | He-Ne, CO₂ | 632.8 nm, 10.6 μm | mW – 20 kW | ~1.0 |
| Solid-state | Nd:YAG | 1064 nm (→532 SHG) | 1–100 W | 1.0–1.5 |
| Semiconductor | Diode, VCSEL, ECDL | 375–1650 nm | mW – 10 W | 1–3+ |
| Fiber | Yb:fiber, Er:fiber | 1070, 1550 nm | 10 W – 100 kW | <1.1 (SM) |
| Dye | Rhodamine, Coumarin | 400–900 nm | mW – 1 W | <1.3 |
Threshold Pump Power
Pth=σ⋅τfhνp⋅A⋅(δ+T) Where: hνp = pump photon energy, A = mode area, σ = emission cross-section, τf = fluorescence lifetime, δ = internal loss, T = output coupler transmission.
CW Output Power
Pout=ηs⋅(Ppump−Pth) CW laser output rises linearly above threshold with slope efficiency ηs. Large cross-section, long lifetime, and low loss yield low threshold.
The output coupler transmission T is a design trade-off — higher T extracts more power but raises threshold. Optimal T depends on available pump power and internal losses.
Peak Irradiance (Gaussian Beam)
I0=πw22P Focused Spot Radius
wfocus=πwinputM2λf Rayleigh Range (Real Beam)
zR=M2λπw02 M² quantifies how much a real beam deviates from ideal Gaussian behavior. M² = 1 is diffraction-limited. Higher M² means larger focused spots, shorter Rayleigh range, and lower peak irradiance.
Always calculate irradiance (W/cm²) at the focus when assessing CW damage risk — the unfocused beam is rarely the problem; the focused spot is where coatings fail.
Coherence Length
Lc=n⋅Δνc Schawlow-Townes Linewidth
ΔνST=Poutπhν(Δνc)2 Coherence length determines the maximum path difference for interference. A multimode He-Ne gives ~20 cm; a single-frequency Nd:YAG gives ~60 km.
Match linewidth to the application — paying for single-frequency operation when multimode suffices wastes budget and adds complexity. Interferometry path length is the deciding factor.
| Source | Typical Δν | Coherence Length |
|---|
| Multimode He-Ne | 1.5 GHz | 20 cm |
| Stabilized He-Ne | <1 MHz | >300 m |
| Multimode DPSS | 30–60 GHz | 5–10 mm |
| Single-freq Nd:YAG (NPRO) | <5 kHz | 60 km |
| ECDL | <100 kHz | >3 km |
| DFB diode | 1–10 MHz | 30–300 m |
| Fabry-Pérot diode | 1–10 nm | 0.1–1 mm |
SHG Power Scaling
P2ω∝Pω2⋅L2⋅deff2 If the required wavelength is not available from a direct source, second-harmonic generation (SHG) and optical parametric oscillators (OPOs) extend the accessible range. SHG of Nd:YAG (1064 → 532 nm) is the most commercially mature CW frequency conversion process.
CW SHG efficiency scales as the square of fundamental power — doubling the input power quadruples the green output. Intracavity SHG is standard for CW systems because it accesses the high circulating intracavity power.
Thermal Lens Focal Length
fth=Pheat⋅(dn/dT)⋅LK⋅A Continuous heat deposition is the defining engineering challenge of CW lasers. Thermal lensing changes cavity mode structure and degrades beam quality; thermal fracture sets the absolute power limit for bulk crystals.
Fiber lasers bypass bulk thermal limits entirely — the waveguide confines the mode independent of the thermal profile, maintaining M² < 1.1 to multi-kW power levels.
Wall-Plug Efficiency
ηwp=PelectricalPout Total cost of ownership includes electrical power, cooling infrastructure, consumable replacement, and maintenance — not just purchase price. Direct diodes have the highest wall-plug efficiency (~50%); CO₂ lasers the lowest among common types (~10%).
Warm-up time is an overlooked specification. Gas lasers need 15–60 minutes to stabilize; semiconductor and fiber lasers are ready in seconds. For experimental workflows with frequent on/off cycles, this drives source selection.
CW lasers dominate applications requiring stable continuous illumination: spectroscopy, interferometry, optical trapping, telecom, and biomedical diagnostics. High-power CW sources (fiber, CO₂) serve industrial materials processing.
In telecom, laser power is expressed in dBm (decibels relative to 1 mW) for link budget convenience: 0 dBm = 1 mW, +10 dBm = 10 mW, −10 dBm = 100 μW.
Selection follows a structured sequence: wavelength → power → beam quality → linewidth → stability → form factor → budget. Start with non-negotiable application requirements and progressively narrow the candidate field.
For many applications, a VBG-stabilized single-mode diode laser at the required wavelength satisfies all requirements at a fraction of the cost of a tunable solid-state system. Check the simple solution before specifying the complex one.
Comprehensive CW Lasers Guide →Continue Learning
The Comprehensive Guide includes 6 worked examples, 5 SVG diagrams, 3 data tables, and 10 references.