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All Products / Optics / Diffraction Gratings / Concave Diffraction Gratings / ZEISS Concave Diffraction Gratings
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2700 Grooves/mm, 40mm Dia., 220nm Rowland Circle Concave Diffraction Grating

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ZEISS Concave Diffraction Gratings

ZEISS Concave Diffraction Gratings

ZEISS Concave Diffraction Gratings ZEISS Concave Diffraction Gratings
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Stock #11-537 3-4 days
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£624.75
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£624.75
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Groove Density (grooves/mm):
2700 ±4
Blaze Wavelength (nm):
220
Diameter (mm):
40.00
Coating:
Bare Aluminum
Substrate: Many glass manufacturers offer the same material characteristics under different trade names. Learn More
ZERODUR®
Type:
Rowland Circle
Diffraction Efficiency (%):
≥30 @ 200nm
≥34 @ 265nm
≥32 @ 350nm
Radius of Curvature (mm):
501.19
Groove Profile:
Sinusoidal
Angle of Incidence, α (°):
-40
Diffraction Angle, β @ 200nm (°):
5.9
Diffraction Angle, β @ 300nm (°):
-9.6
Object Distance, la @ 200nm:
383.9
Focal Distance, Ib @ 200nm:
498.5
Edge Thickness ET (mm):
12.2
Diffraction Area Diameter (mm):
≥35

Regulatory Compliance

RoHS:
Compliant
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Certificate of Conformance:
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Product Family Description

  • High Grating Efficiency and Low Stray Light
  • Holographically Produced to Minimize Aberrations
  • Rowland Circle or Polychromator Mounting Configurations

ZEISS Concave Diffraction Gratings combine dispersive and imaging properties into a single optical component for integration into spectroscopic systems. These concave gratings are produced holographically, optimizing the focal plane and minimizing aberrations over the wavelength range of the grating. ZEISS Concave Diffraction Gratings are designed to have high grating efficiency and minimized stray light, improving the spectral resolution and signal to noise ratios of spectrometers. Diffraction gratings with Rowland Circle or polychromator mounting configurations are available. Rowland Circle gratings are ideal for spectroscopic systems designed on a Rowland Circle while polychromator gratings are optimized for setups with a fixed arrangement of the entrance slit, grating, and plane sensor.