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ER / MINI series — 1535 nm erbium-glass laser sources
Transmitters for integrators who build their own rangefinder or designator: 100 µJ to millijoule class, 4 to 10 mrad raw divergence, 2.5 to 220 g, with the receiver and timing electronics supplied by your design.
| Model | Wavelength | Pulse energy | Divergence | Mass | Package |
|---|---|---|---|---|---|
| MINI-100 | 1535 nm | 100 µJ | 10.0 mrad | 2.5 g | 14.5 × 6.3 × 4.37 mm3 (Three linear dimensions in |
| ER100 | 1.54 µm | 100 µJ | 8.0 mrad | 7 g | 21 × 8 × 6.8 mm3 (Three linear dimensions in mm ar |
| ER10000 | 1535 nm | 10 µJ | 4.0 mrad | 220 g | 110 × 40 × 24.5mm³ (Three linear dimensions in mm |
| ER200 | 1535 nm | 200 µJ | 8.0 mrad | 7 g | 21 × 8 × 6.8 mm3 (Three linear dimensions in mm ar |
| ER2000 | 1535 nm | 2 µJ | 4.0 mrad | 105 g | 60 × 25 × 13.5mm3 (Three linear dimensions in mm a |
| ER300 | 1535 nm | 300 µJ | 7.0 mrad | 8.5 g | 25 × 8 × 6.8 mm3 (Three linear dimensions in mm ar |
| ER400 | 1535 nm | 400 µJ | 7.0 mrad | 12 g | 35 × 8 × 6.8mm3 (Three linear dimensions in mm are |
| ER4000 | 1535 nm | 4 µJ | 4.0 mrad | 105 g | 60 × 25 × 13.5mm3 (Three linear dimensions in mm a |
| ER500 | 1535 nm | 500 µJ | 7.0 mrad | 12 g | 35 × 8 × 6.8mm3 (Three linear dimensions in mm are |
| ER800 | 1535 nm | 800 µJ | 7.0 mrad | 18 g | 40 × 8 × 7.5mm3 (Three linear dimensions in mm are |
| ER8000 | 1535 nm | 8 µJ | 4.0 mrad | 220 g | 110 × 40 × 24.5mm³ (Three linear dimensions in mm |
| ER900 | 1535 nm | 900 µJ | 7.0 mrad | 18 g | 40 × 8 × 7.5mm3 (Three linear dimensions in mm are |
Choosing inside this series
Range, mass and interface move together here: the longest-reach parts are the heaviest and run RS-422, while the lightest parts are short-range and run UART-TTL. Pick the two you cannot negotiate, then read the model page for the test condition behind the range figure — a 12-model series usually quotes several different targets.
Need two or three candidates, not a catalogue?
Target size, required range, mass budget and interface.
Email tommy@erdimail.com
Full matrix