500mm F4 DG OS HSM
DISCONTINUED

sports

500mm F4 DG OS HSM

Available mounts

  • Exceptional image quality
  • Magnesium Alloy components
  • Dust and Splash Proof
  • Included Carbon Fiber Hood, Filter holder with 46mm WR Protector, caps, case
  • Made in Japan
  • DISCONTINUED

SPECIFICATIONS

LENS CONSTRUCTION / MTF

TECHNOLOGY

Camera Type DSLR
Corresponding Mount Canon EF-mount, Nikon F, Sigma SA
Sensor Size Full Frame [DG]
Lens Construction 16 Elements in 11 Groups
Angle of view
Number of diaphragm blades 9 (rounded diaphragm)
Minimum aperture F32
Minimum focusing distance 350 cm
Maximum magnification ratio 1:6.5
Filter size φ46mm
Dimensions (diameter x length) Canon EF:⌀ 144.8 mm x 380.3 mm
Nikon F:⌀ 144.8 mm x 380.3 mm
Sigma SA-mount:⌀ 144.8 mm x 380.3 mm
Weight (g) Canon EF:3,310g
Nikon F:3,310g
Sigma SA-mount:3,310g
Edition number S016

The three-digit code on the surface of the lens is to indicate the year the lens was first released. (Since it is different from the year of manufacture, the release year and edition number may not match depending on the mount.)
Supplied Accessories Lens Hood LH1388-01, Lens Cover LC-185E, Rear Filter Holder w/ WR Protector Filter 46mm, Rear Cap LCR II, Case LS-185L, WR Protector LPT-11 (for front), Drop in WR C-PL Filter RCP-11, Tele Converter TC-1401, Tele Converter TC-2001, Tripod Socket TS-81, USB-dock UD-01, Mount Converter MC-11, Mount Converter MC-21
EAN Canon EF:085126185541
Nikon F:085126185558
Sigma SA:085126185565
Specification info *All figures calculated by Sigma SA mount.
*The Nikon mount version of this lens includes an electromagnetic diaphragm mechanism. Functionality may be limited on some camera bodies.
*For Nikon F mount cameras, please see Nikon camera compatibility
*Although dust and splash resistant structure allows the lens to be used in light rain, it is not the same as being waterproof.
  • LENS CONSTRUCTION

        Lens construction diagram    
                          FLD glass                             SLD glass          
     
  • MTF CHART

    There are two types of MTF chart. One considers the diffraction quality of light, which is called "Diffraction MTF", and the other, "Geometrical MTF" does not.

    The quality of light appears in the diffracted light, and becomes more distinct as the F value gets bigger, resulting in lower image quality. Also, diffracted light exists at every aperture, which is why Sigma has been releasing Diffraction MTF data from the beginning since it is very close to the actual image data.

    The advantage of using "Geometric MTF" data is that it is easy to measure and calculate since it does not consider the diffraction quality of light, yet it tends to show higher values in the graph than actual images.

    The readings at 10 lines per millimeter measure the lens's contrast ability ( red lines), repeating fine parallel lines spaced at 30 lines per millimeter measure the lens's sharpness ability (green lines), when the aperture is wide open.

    Fine repeating line sets are created parallel to a diagonal line running from corner to corner of the frame, are called Sagittal lines (S) and sets of repeating lines vertical to these lines are drawn, called Moridional (M) line sets.

    *The MTF chart gives the result at the wide-open aperture

  • Spatial frequency

    S: Sagittal Line

    M: Meridional Line

  • 10lp/mm


  • 30lp/mm


  • DIFFRACTION MTF

    Diffraction MTF chart
  • GEOMETRICAL MTF

    Geometrical MTF chart
  • Distortion

    Effective distortion
    When you take a picture of a lattice pattern, it will appear as the blue dotted line shows. The red line illustrates how the lattice pattern will appear in the actual picture when any lens distortion is taken into account.

    Relative distortion
    In this chart, the horizontal axis shows the ideal image height (the distance from the center to the edge of the image [mm]). The vertical axis shows the extent of distortion. The extent of distortion is represented by how much Y, which is the actual image height, grows (or shrinks) against Y0 which is the ideal image height.

    When you take the picture of a square object, if the distortion amount shows a minus value, the image will be seen as expanded (Barrel distortion). If the distortion amount is a plus value, it will be seen as a recessed (Pincushion distortion). When the distortion value is close to 0, the appearance of distortion is very minimal.

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