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Confocal Raman microscope measuring a sample

Laser application guide

Designing a Raman measurement

One photon in ten million comes back shifted. Every choice in the chain — line, objective, grating, slit, detector — is about protecting that photon and reading it precisely enough to answer the question you actually have.

10 min read Interactive acquisition lab 532 · 638 · 785 nm

Protect the line

Envelope width and wavelength stability land directly on every band you measure.

Resolution costs window

One grating cannot both resolve a tenth of a wavenumber and show you 3200 of them.

A map is points × dwell

Halving the step size quadruples the acquisition. Sampling finer than the spot buys nothing.

The measurement chain

Four stages, each with one job.

Excitation

Put a clean, narrow, stable line on the sample

Specify:
Linewidth, spectral purity, power stability, wavelength drift
Fails as:
A broad or drifting line convolves onto every band and silently recalibrates the axis

Microscope

Focus tightly and collect from a defined volume

Specify:
Objective NA, confocal pinhole, working distance, stage accuracy
Fails as:
Signal from outside the intended volume — substrate, embedding medium, neighbouring grains

Spectrograph

Spread the light far enough to resolve the bands you care about

Specify:
Focal length, grating, slit width, stray light
Fails as:
Resolution and spectral window trade against each other — one grating cannot win both

Detector

Count very few photons without adding noise

Specify:
QE across your Stokes range, dark current, cooling, pixel count
Fails as:
Silicon goes blind past ~1050 nm, which caps the usable shift range at 785 nm excitation

Choosing the line

Signal, fluorescence, and where silicon stops.

Three constraints pull in different directions, and no wavelength wins all three.

LineSignalFluorescenceShift rangeSpatialTypical samples
532 nmStrongest — scattering scales as ν⁴Highest risk on organics and biological samplesFull range to 9000 cm⁻¹ on siliconBest: ~360 nm spot at NA 0.9Inorganics, carbon materials, 2D materials, minerals, semiconductors
638 nmAbout half of 532 nmLower — often the pragmatic middleTo ~6000 cm⁻¹~430 nm spotPigments, resonance work, moderately fluorescent samples
785 nm~4× weaker than 532 nmLowest — usually the only option on biological tissueCapped near 3200 cm⁻¹ by the silicon cutoff~530 nm spotBiological samples, pharmaceuticals, polymers, forensics

A system with two or three switchable lines answers this by not answering it: run 532 nm for signal, fall back to 785 nm when the sample fluoresces. The excitation-wavelength guide works the trade through with an interactive lab.

Interactive

What your settings actually resolve.

Grating, slit, objective and step size, on a 320 mm spectrograph with a 2000-pixel detector. Watch the bands broaden and merge, the window shrink, and the map time climb.

Acquisition lab

Resolution, window, and how long the map takes

reference bands at the current instrument response — shaded region is one detector frame

Resolution

2.3 cm⁻¹

detector-limited

One-frame window

1574 cm⁻¹

partial fingerprint

Lateral resolution

433 nm

0.61λ/NA at 50× / 0.75

Confocal depth

1.3 µm

axial response

Dispersion

1.74 nm/mm

1800 g/mm, 320 mm

Map points

1,681

41 × 41 grid

Map time

29 min

1.0 s per point

Sampling

Undersampled

1.0 µm step vs 0.43 µm spot

The 1800 g/mm grating separates the 2.3 cm⁻¹ detail you need for stress and crystal-quality work, but only 1574 cm⁻¹ reaches the detector at once — the C–H region needs a second window.
Excitation
Grating
Objective

Modelled on a 320 mm Czerny–Turner with a 2000-pixel detector at an assumed 14 µm pitch, using first-order grating relations with cos β taken as 1 — pessimistic by roughly 10%, so a real instrument does slightly better than this. Resolution combines the slit and two-pixel limits in quadrature; the reference bands are schematic, with realistic intrinsic widths. Map time counts 50 ms of stage settling per point and no autofocus or overhead.

What the spectrum reads

Four observables, four different specifications.

Naming which one you are after settles most of the argument about what to buy.

Peak position

Composition, and stress or strain

Band shift under tension or compression — the basis of stress mapping on silicon wafers

Wants sub-cm⁻¹ resolution: shifts are often a few tenths of a wavenumber

Peak width

Crystal quality, defects, disorder

Broadening from dislocations and amorphous content — GaN and SiC substrate assessment

Instrument response must be well below the band width, or you measure your own slit

Peak intensity

Concentration and phase fraction

Relative band areas for mixtures, polymorph ratios, and layer counting in 2D materials

Needs stable excitation power far more than it needs resolution

Polarization response

Crystal symmetry and orientation

Band intensity vs analyser angle — orientation of CVD diamond and single crystals

Requires a defined, stable polarization state through the whole collection path

Mapping

A spectrum per pixel.

Raman mapping records a full spectrum at every point and builds an image from a chosen band — intensity, position, or width. Contrast comes from chemistry, not from stain or reflectivity, so features invisible in the optical image can dominate the Raman one.

Optical microscope image of a triangular MoS₂ flake
Optical image. A triangular MoS₂ flake — geometry is visible, layer count and quality are not.
Raman intensity map of the same MoS₂ flake
Raman map. The same field imaged on a band — layer structure and uniformity become the contrast.
Correlation of Raman map data with reference spectra
Hyperspectral data reduced to a component image by correlation against reference spectra — how a map becomes an answer.

The time budget

  • points = (area/step)² — the term that hurts.
  • 40 × 40 µm at 1 µm, 1 s/point ≈ 28 min.
  • The same area at 0.5 µm ≈ 2.3 h.
  • Stepping below ~0.4 µm at 532 nm oversamples the spot and buys nothing.

The turnkey answer

Finder 930 — the chain, integrated.

Every number in the lab above comes from this configuration: three switchable excitation lines, a 320 mm spectrograph with three gratings, a confocal microscope and a mapping stage, aligned as one instrument.

Finder 930 confocal Raman spectroscopy system
Internal lasers keep the optical path short; dichroic switching changes line without moving the stage.
Excitation532 nm standard; 638 and 785 nm optional, software-switchable
Spectrograph320 mm Czerny–Turner, F/4.2, stray light 1 × 10⁻⁵
Gratings1800, 600 and 150 g/mm, blazed at 500 nm
Spectral resolution< 1.5 cm⁻¹, typically 1.025 cm⁻¹
Detector2000 × 256 CCD, QE > 90%, visible to NIR
Shift range80–9000 cm⁻¹ at 532 nm · 80–3200 cm⁻¹ at 785 nm
Lateral resolution< 500 nm at 50 µm pinhole, 532 nm
Axial resolution< 2 µm at 50 µm pinhole, 532 nm
Mapping stage75 × 50 mm travel, 1 µm accuracy, 50 nm minimum step
Objectives10×, 50× telephoto, 100×, semi-apochromatic

In-situ accessories

  • Cryostat

    Cryostat

    Bands narrow and separate at low temperature — often the only way to resolve close modes.

  • High-pressure cell

    High-pressure cell

    Diamond anvil work: phase transitions tracked through band shift under pressure.

  • Electrochemical cell

    Electrochemical cell

    In-situ battery and catalysis measurements while the cell is cycling.

  • Motorized stage

    Motorized stage

    75 × 50 mm of travel at 50 nm steps — the prerequisite for any map.

Excitation sources

When you build the path yourself.

For a component-built Raman setup, the line is the part worth over-specifying — it is the only element whose defects land on every band at once.

Lowest-noise 532 nm

FL-532-SLM

  • 1~3000 mW
  • <20 kHz
  • <0.05% RIN(DC-3 MHz)
  • <1.1

Single-frequency fibre laser: a narrow line adds effectively nothing to the measured band width, and low RIN keeps weak bands out of the noise.

Model page

Raman-configured 532 nm

MSL-U-532-Raman

  • 1~500 mW
  • <1 MHz
  • <0.2%
  • <1.1

A single-frequency DPSS built for Raman duty — narrow line and clean mode quality at modest power, without paying for fibre-laser coherence.

Model page

Wavelength-locked 785 nm

MLL-III-785-Lock

  • 1~600 mW
  • Low Noise Infrared Laser
  • CW
  • <0.2, <0.1, <0. 06

The fluorescence-avoidance workhorse. The lock matters more than the width: an unlocked diode drifts ~0.3 nm/°C, moving the whole shift axis between morning and afternoon.

Model page

Before you ask for a quote

Eight lines that make a quote comparable.

Sample
Material, expected bands, fluorescence behaviour, damage threshold, transparency.
Excitation
Wavelength, linewidth, power at the sample, stability over the acquisition.
Shift range
Lowest and highest wavenumber you must reach — decides grating and detector.
Resolution
The smallest shift or broadening you must resolve, in cm⁻¹, not nm.
Optics
Objective NA and working distance, confocal pinhole, sampling volume.
Mapping
Area, step size, dwell per point, and the total time you can afford.
Environment
Ambient, cryogenic, high pressure, electrochemical, or heated in situ.
Filtering
Edge or notch filters, and how close to the laser line you need to measure.

Questions

A few important nuances.

Which excitation wavelength should I use for Raman?

It is a three-way trade. Signal scales as ν⁴, so 532 nm gives roughly four times the scattering of 785 nm; but shorter wavelengths excite fluorescence that can bury the entire spectrum, and 785 nm is often the only option on biological or organic samples. The third constraint is silicon: at 785 nm the detector cutoff caps the usable shift near 3200 cm⁻¹, so the C–H region is reachable but little beyond it. Start from your sample’s fluorescence, then check the shift range you need.

How much spectral resolution do I actually need?

Match it to the observable. Identification from band positions is comfortable at 4–8 cm⁻¹. Stress and strain mapping reads shifts of a few tenths of a wavenumber and wants sub-cm⁻¹ resolution with a high-groove-density grating. Crystal-quality work measures band width, so the instrument response must be well below the intrinsic width or you are measuring your own slit function. Resolution is not free: it costs spectral window, and usually signal.

Why can I not have high resolution and a wide spectral window at once?

Both come from the same grating. A high groove density spreads the spectrum further, which resolves finer detail but pushes more of it off the edge of the detector. On a 320 mm spectrograph with a 2000-pixel sensor, 1800 g/mm resolves around 1 cm⁻¹ but shows roughly 1500 cm⁻¹ at a time, so fingerprint and C–H regions need two acquisitions. A 600 g/mm grating captures both in one frame at coarser resolution. The acquisition lab on this page makes the trade explicit.

What limits how fine a Raman map can be?

Two different things. The optics set the smallest meaningful step: the focused spot is about 0.61λ/NA, so around 360 nm at 532 nm with a 0.9 NA objective, and stepping much finer only oversamples the same volume. Time sets the practical limit: a map is points × dwell, and points scale as the square of the step. Halving the step quadruples the map. A 40 × 40 µm map at 1 µm steps and 1 s per point is about half an hour; at 0.5 µm steps it is over two hours.

Does the laser linewidth matter for Raman?

The width of the whole emission envelope matters; the single-mode linewidth almost never does. Every band is convolved with the laser’s emission profile, so a 0.3 nm diode adds roughly 1.6 cm⁻¹ of broadening at 785 nm while a single-frequency source adds effectively nothing. But 1 MHz and 1 kHz linewidths are equally invisible to any spectrograph. Pay for a narrow envelope and a stable centre wavelength; do not pay for coherence you cannot use.

Why does wavelength stability matter as much as linewidth?

Because the Raman axis is referenced to the laser line. A free-running diode moves about 0.3 nm per °C of case temperature, and at 785 nm every 0.1 nm of drift shifts the whole axis by roughly 1.6 cm⁻¹. That is larger than the shifts stress mapping is trying to measure, and it appears as a slow recalibration between morning and afternoon rather than as obvious noise. A volume Bragg grating pins the centre wavelength, which is why the locked variant is the standard 785 nm choice.

Going deeper

Related guides and instruments.

Next step

Tell us the sample and the observable.

Material, the bands you need, the shift range, and whether you are after identity, stress, quality or a map. We will come back with the excitation line, grating and configuration that reach it — and say where a simpler setup is enough.

Talk to an engineer