Sharpstar 130 F/2.8 HNT hyperbolic astrograph with 3-lenses corrector

Special Price €1,899.00 Regular Price €2,239.00
Availability: In stock
Only 2 left
SKU:
SHP-130F28HNT

Sharpstar presents a new compact astrograph called 130 F2.8 HNT, a mirror astrograph composed by a primary hyperbolical mirror F/2.8, a standard secondary mirror and a three lens corrector capable to cover a 44 mm imaging circle, i.e. up to the full-frame image format.

This new astrographs features a 130 mm primary mirror with an effective focal length of 364 mm. A fantastic instrument for wide-field imaging!

Brands:

Sharpstar 130 F/2.8 HNT hyperbolic astrograph with 3-lenses corrector

Sharpstar presents a new compact astrograph called 130 F2.8 HNT, a mirror astrograph composed by a primary hyperbolical mirror F/2.8, a standard secondary mirror and a three lens corrector capable to cover a 44 mm imaging circle, i.e. up to the full-frame image format.

This new astrographs features a 130 mm primary mirror with an effective focal length of 364 mm. A fantastic instrument for wide-field imaging!

Features

  • Aperture:130mm
  • Focal length of primary mirror:364mm
  • Focal ratio of primary mirror:f/2.8
  • Primary mirror type:Hyperbolic reflective mirror
  • Primary mirror material:PZ33(similar to Pyrex glass)
  • Corrector:two-element air-spaced refractive lenses(including one ED glass)
  • Minor axis of secondary mirror:65mm
  • Image circle:44mm
  • Field of view:6.9 degree
  • Main tube material:High-end carbon fiber
  • Main tube outer diameter:174mm
  • Main tube length:394mm
  • Net weight:3.2kg
  • Gross weight:4.3kg(including protective cap, tube rings, handle and Vixen-style dovetail plate)
  • Resolution:0.89 arc second
  • Focuser:2.5" with fine-adjustment
  • Limiting visual magnitude:12.3
  • Back-focus:55mm

More Information
Product Status New
Package width 37 cm
Package height 42 cm
Package depth 63 cm
No. of parcels 1
Write Your Own Review
You're reviewing:Sharpstar 130 F/2.8 HNT hyperbolic astrograph with 3-lenses corrector