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Digital Projection Titan Wuxga 3d , Dual 3d, Titan Wuxga 330, 660 User Manual

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    							Rev A   April 2011 Page 2.7
    Digital Projection TITAN WUXGA 3D, Dual 3D, 330. 660 User Manual 2. Installation
    Notes
     This chart has a TRF of 1.0, for 
    use with the following images:
    Choosing a lens using the lens charts
    Use the charts on this page and on the following pages to choose which lens best 
    suits your application.
    Examples
    For a screen width of 10m at a distance of 30m, the 2.56- 4.16: 1 zoom lens 
    would be best suited.
    For the same screen size at a distance of 50m, the 4.16 - 6.96: 1 zoom lens 
    would be best suited.
    if you need to be more precise, then use the calculations on the page immediately 
    following the lens charts.
    Full width images, including 2.35:1, 1.85:1, 16:9 and WUXGA (native 
    resolution) •
    •
    2.35:1 (Scope), 1.85:1, 16:9
    and WUXGA
    1.12 : 1 fixed lens  (1.2 - 2m)
    105-609
    105-609 1.39 - 1.87 : 1 
    zoom lens
    105-610
    107-196 1.87 - 2.56 : 1 
    zoom lens
    105-611
    107-197 4.16 - 6.96 : 1 
    zoom lens
    105-613
    107-199
    0.67 : 1 fixed lens 105-607
    107-195
    feetmetres
    Screen width
                  10             20             30             40             50             60            70             80 metres
                  33             66             98            131           164           197          230          262 feet
     
    66  20
     49  15
     33  10
     16  5
    Throw distance
    2.56 - 4.16 : 1 
    zoom lens
    105-612
    107-198
    1.12 : 1 fixed lens  (3 - 15m)
    105-608
    105-608
    1.16 - 1.49 : 1 
    zoom lens
    109-236
    109-359
    6.92 - 10.36 : 1  zoom lens
    109-235
    109-358 
    						
    							Page 2.8 Rev A   April 2011
    2. Installation Digital Projection TITAN WUXGA 3D, Dual 3D, 330. 660 User Manual
    Notes
     This chart has a TRF of 1.07, 
    for use with the following 
    images:
    1.66:1 (Vista)
    Lens charts continued
    1080 pixel height image 1.66:1 (Vista)
    Use the chart below to choose which lens best suits your application.
    if you need to be more precise, then use the calculations on the page immediately 
    following the lens charts.
    feetmetres
    Screen width
                  10             20             30             40             50             60            70             80 metres
                  33             66             98            131           164           197          230          262 feet
     
    66  20
     49  15
     33  10
     16  5
    Throw distance
    1.12 : 1 fixed lens 
    (1.2 - 2m)
    105-609
    105-609 1.39 - 1.87 : 1 
    zoom lens
    105-610
    107-196 1.87 - 2.56 : 1 
    zoom lens
    105-611
    107-197 4.16 - 6.96 : 1 
    zoom lens
    105-613
    107-199
    0.67 : 1 fixed lens 105-607
    107-195 2.56 - 4.16 : 1 
    zoom lens
    105-612
    107-198
    1.12 : 1 fixed lens  (3 - 15m)
    105-608
    105-608
    1.16 - 1.49 : 1 
    zoom lens
    109-236
    109-359 6.92 - 10.36 : 1 
    zoom lens
    109-235
    109-358 
    						
    							Rev A   April 2011 Page 2.9
    Digital Projection TITAN WUXGA 3D, Dual 3D, 330. 660 User Manual 2. Installation
    Lens charts continued
    1080 pixel height image 1.6:1
    Use the chart below to choose which lens best suits your application.
    if you need to be more precise, then use the calculations on the page immediately 
    following the lens charts.
    Notes
     This chart has a TRF of 1.1, for 
    use with the following images:
    1.6:1
    (but not WUXGA:
    see TRF = 1)
    feetmetres
    Screen width
                  10             20             30             40             50             60            70             80 metres
                  33             66             98            131           164           197          230          262 feet
     
    66  20
     49  15
     33  10
     16  5
    Throw distance
    1.12 : 1 fixed lens 
    (1.2 - 2m)
    105-609
    105-609 1.39 - 1.87 : 1 
    zoom lens
    105-610
    107-196 1.87 - 2.56 : 1 
    zoom lens
    105-611
    107-197 4.16 - 6.96 : 1 
    zoom lens
    105-613
    107-199
    0.67 : 1 fixed lens 105-607
    107-195 2.56 - 4.16 : 1 
    zoom lens
    105-612
    107-198
    1.12 : 1 fixed lens  (3 - 15m)
    105-608
    105-608
    1.16 - 1.49 : 1 
    zoom lens
    109-236
    109-359 6.92 - 10.36 : 1 
    zoom lens
    109-235
    109-358 
    						
    							Page 2.10 Rev A   April 2011
    2. Installation Digital Projection TITAN WUXGA 3D, Dual 3D, 330. 660 User Manual
    Notes
     This chart has a TRF of 1.2, for 
    use with the following images:
    UXGA only
    Lens charts continued
    Full height image UXGA 4:3
    Use the chart below to choose which lens best suits your application.
    if you need to be more precise, then use the calculations on the page immediately 
    following the lens charts.
    feetmetres
    Screen width
                  10             20             30             40             50             60            70             80 metres
                  33             66             98            131           164           197          230          262 feet
     
    66  20
     49  15
     33  10
     16  5
    Throw distance
    1.12 : 1 fixed lens 
    (1.2 - 2m)
    105-609
    105-609 1.39 - 1.87 : 1 
    zoom lens
    105-610
    107-196 1.87 - 2.56 : 1 
    zoom lens
    105-611
    107-197 4.16 - 6.96 : 1 
    zoom lens
    105-613
    107-199
    0.67 : 1 fixed lens 105-607
    107-195 2.56 - 4.16 : 1 
    zoom lens
    105-612
    107-198
    1.12 : 1 fixed lens  (3 - 15m)
    105-608
    105-608
    1.16 - 1.49 : 1 
    zoom lens
    109-236
    109-359 6.92 - 10.36 : 1 
    zoom lens
    109-235
    109-358 
    						
    							Rev A   April 2011 Page 2.11
    Digital Projection TITAN WUXGA 3D, Dual 3D, 330. 660 User Manual 2. Installation
    Notes
     This chart has a TRF of 1.33, 
    for use with the following 
    images:
    4:3 = 1.33:1
    (but not UXGA:
    see TRF = 1.2)
    Lens charts continued
    1080 pixel height image 4:3
    Use the chart below to choose which lens best suits your application.
    if you need to be more precise, then use the calculations on the page immediately 
    following the lens charts.
    feetmetres
    Screen width
                  10             20             30             40             50             60            70             80 metres
                  33             66             98            131           164           197          230          262 feet
     
    66  20
     49  15
     33  10
     16  5
    Throw distance
    1.12 : 1 fixed lens 
    (1.2 - 2m)
    105-609
    105-609 1.39 - 1.87 : 1 
    zoom lens
    105-610
    107-196 1.87 - 2.56 : 1 
    zoom lens
    105-611
    107-197 4.16 - 6.96 : 1 
    zoom lens
    105-613
    107-199
    0.67 : 1 fixed lens 105-607
    107-195 2.56 - 4.16 : 1 
    zoom lens
    105-612
    107-198
    1.12 : 1 fixed lens  (3 - 15m)
    105-608
    105-608
    1.16 - 1.49 : 1 
    zoom lens
    109-236
    109-359 6.92 - 10.36 : 1 
    zoom lens
    109-235
    109-358 
    						
    							Page 2.12 Rev A   April 2011
    2. Installation Digital Projection TITAN WUXGA 3D, Dual 3D, 330. 660 User Manual
    Notes
     The Throw ratio for a particular 
    lens is fixed, and assumes that 
    the image fills the width of the 
    DMD.
      For images that do not fill the 
    width of the DMD, the Throw 
    ratio is effectively increased. To 
    correct for this, a Throw Ratio 
    Factor (TRF) is used. 
    Choosing a lens by calculation
    For any screen size not listed above, or if you need to be more precise, then use the 
    calculations below.
    Identify actual width of the image in pixels.
    Calculate the Throw Ratio Factor:  TRF = DMD width (1920) 
                Image width in pixels
    Identify the screen width required.
    Identify the throw distance required.
    Throw distance calculations are based on the distance from the outer end\
     of the 
    lens, which will vary from lens to lens. Once a lens has been chosen, th\
    e figures 
    can be checked using the lens extension values given on the next page.
    Calculate the throw ratio required.  Throw ratio =  Throw distance        
                  Screen width x TRF
    Choose a lens with the required throw ratio from the list at the bottom of the 
    page.
    Check from the list that the lens chosen will work at the throw distance\
     required.
    Example
    An image, 1024 x 768 pixels, screen width 6.5m, throw distance 18m from the 
    outer end of the lens.
    Throw Ratio Factor (TRF) = 1920  = 1.875 
            1024
    Throw ratio required =      18   = 1.48 
          6.5 x 1.875
    Choose the 1.39 - 1.87  zoom lens.
    •
    •
    •
    •
    •
    •
    •
    •
    •
    •
     
    High Brightness High Contrast Throw distance range
    0.67 : 1 fixed lens  105-607 107-195 1.1 - 3.2m (3.6 - 10.5ft)
    1.12 : 1 fixed lens (3 - 15m)  105-608 105-608 3 - 15m (9.8 - 49.2ft)
    1.12 : 1 fixed lens (1.2 - 2m)  105-609 105-609 1.2 - 2m (3.9 - 6.6ft)
    1.16 - 1.49 : 1 zoom lens  109 236 109-359 3 - 15m (9.8 - 49.2ft)
    1.39 - 1.87 : 1 zoom lens  105-610 107-196 4 - 24m (13.1 - 78.7ft)
    1.87 - 2.56 : 1 zoom lens  105-611 107-197 4 - 24m (13.1 - 78.7ft)
    2.56 - 4.16 : 1 zoom lens  105-612 107-198 9.1 - 45m (29.9 - 147.6ft)
    4.16 - 6.96 : 1 zoom lens  105-613 107-199 12 - 80m (39.4 - 262.5ft)
    6.92 - 10.36 : 1 zoom lens  109-235 109-358 12 - 80m (39.4 - 262.5ft) 
    						
    							Rev A   April 2011 Page 2.13
    Digital Projection TITAN WUXGA 3D, Dual 3D, 330. 660 User Manual 2. Installation
    Notes
     The Throw ratio for a particular 
    lens is fixed, but assumes that 
    the image fills the width of the 
    DMD.
      For images that do not fill the 
    width of the DMD, the Throw 
    ratio is effectively increased. To 
    correct for this, a Throw Ratio 
    Factor (TRF) is used.
    Useful lens calculations
    The following lens calculations may be useful:
    Throw ratio
      =  Throw distance 
       Screen width
    Throw ratio factor (TRF)  = DMD width in pixels = 1920                           
       image width in pixels    image width in pixels
    Therefore:
    Screen width  = Throw distance 
       Throw ratio x TRF
    Throw distance  = Screen width x Throw ratio x TRF 
    Lens extension
    The throw distance calculated above is to the outer end of the lens. For each lens, 
    the nominal distance between the front of the projector and the outer end of the lens 
    (lens extension) will be as listed below.
      High Brightness/ Contrast Lens extension (±2%)
    0.67 : 1 fixed lens  105-607 107-195 204 mm (8.0 in)
    1.12 : 1 fixed lens (3 - 15m)  105-608 105-608 268 mm (10.6 in)
    1.12 : 1 fixed lens (1.2 - 2m)  105-609 105-609 268 mm (10.6 in)
    1.16 - 1.49 : 1 zoom lens  109 236 109-359 226 mm (8.9 in)
    1.39 - 1.87 : 1 zoom lens  105-610 107-196 194 mm (7.6 in)
    1.87 - 2.56 : 1 zoom lens  105-611 107-197 159 mm (6.3 in)
    2.56 - 4.16 : 1 zoom lens  105-612 107-198 145 mm (5.7 in)
    4.16 - 6.96 : 1 zoom lens  105-613 107-199 129 mm (5.1 in)
    6.92 - 10.36 : 1 zoom lens  109-235 109-358 179 mm (7.0 in)
    lens extension, 
    measured from front 
    of corner post 
    						
    							Page 2.14 Rev A   April 2011
    2. Installation Digital Projection TITAN WUXGA 3D, Dual 3D, 330. 660 User Manual
    Notes
     Each time a new lens is 
    fitted to the projector, 
    the calibration procedure 
    must be carried out. See 
    Setup menu, in Section 4. 
    Controlling the projector.
      Make sure the rear lens cap is 
    removed, before fitting the lens.
     Be careful not to scratch 
    the lens surfaces. If you do 
    accidentally touch a lens, then 
    clean the surface using a lens 
    paper.
     The lens release lever should 
    always be set to the locked 
    position, as shown on the 
    next page, to prevent the lens 
    from falling out.
    Zoom drive connector
    Fitting the lens
    Turn the lens release lever clockwise so that it is pointing upwards, to open the 
    lock fully.
    Remove the rear lens cap from the lens.
    Insert the lens into the lens aperture, making sure that the plug on the zoom 
    drive mechanism lines up with the socket on the front of the projector, then push 
    the lens in firmly as far as it will go.
    •
    •
    •
    Lens release 
    lever, open
    Lens release 
    lever, mid-
    position
    Turn the lens release lever anti-clockwise to the mid-position, as shown below.
    •
    The lens can now be pushed in further. Push the lens in firmly as far as it will go.
    • 
    						
    							Rev A   April 2011 Page 2.15
    Digital Projection TITAN WUXGA 3D, Dual 3D, 330. 660 User Manual 2. Installation
    Notes
     Be careful not to scratch 
    the lens surfaces. If you do 
    accidentally touch a lens, then 
    clean the surface using a lens 
    paper.
     The lens release lever should 
    always be set to the locked 
    position to prevent the lens 
    from falling out.
      Make sure the front lens cap is 
    removed, before switching on 
    the projector.
     Lens clamp kit, part number 
    111-256, comprises:
      2 x lens clamp quadrants 
    4 x 20mm M3 allen screws
    Turn the lens release lever anti-clockwise so that it is pointing downwards, to 
    close the lock fully.
    •
    Lens release 
    lever, locked
    Fixed lens clamp
    In addition to the lens lock, any of the fixed lenses can be permanently secured to 
    the projector, as follows:
    Fit and lock the lens to the projector, as described above.
    Fit the two clamp quadrants either side of the lens, as shown below, and secure 
    them with the four screws.
    •
    •
    Lens clamp 
    quadrants 
    						
    							Page 2.16 Rev A   April 2011
    2. Installation Digital Projection TITAN WUXGA 3D, Dual 3D, 330. 660 User Manual
    Notes
     For more information on using 
    the Lens shift feature, see 
    section 4. Using the menus, 
    Using the control keys.
     If the lens is to be shifted in 
    two directions combined, the 
    maximum range is somewhat 
    less, as can be seen below. 
    (zoom lens shift shown).
    full horizontal or vertical shift  
    without distortion
    combined shift  
    is reduced
    Shifting the image
    The normal position for the projector is at the centre of the screen. However , you 
    can set the projector above or below the centre, or to one side, and adjust the image 
    using the Lens shift feature to maintain a geometrically correct image.
    Any single adjustment outside the ranges specified below may result in an 
    unacceptable level of distortion, paricularly at the corners of the image, due to 
    the image passing through the periphery of the lens optics.
    If the lens is to be shifted in two directions combined, the maximum range 
    without distortion will be somewhat less, as can be seen in the diagrams to the 
    right.
    The maximum range available with no distortion is dependent on which lens is used. 
    The tables below show the maximum range for images that fill the DMD. For images 
    which do not use the full height or width, extra shift will be possible, up to the limit of 
    the lens mount movement.
    0.67 : 1 fixed lens  
    vertical  
    (pixels) horizontal
     
    (pixels) vertical 
    (vs DMD height) 
    horizontal
     
    (vs DMD width)
    ± 108 ± 192± 0.09H± 0.1W
     
    1.16 - 1.49 : 1 zoom lens   
    vertical  
    (pixels) horizontal
     
    (pixels) vertical 
    (vs DMD height) 
    horizontal
     
    (vs DMD width)
    ± 540 ± 345± 0.45H± 0.18W
     
    1.12 : 1 fixed lenses and all other zoom lenses
    vertical  
    (pixels) horizontal
     
    (pixels) vertical 
    (vs DMD height) horizontal
     
    (vs DMD width)
    + 756
    - 540 ± 345
    + 0.63H
    - 0.45H± 0.18W
    It is physically possible to shift the lens further than this, however t\
    here will be some 
    vignetting of the image beyond the ranges specified above. •
    • 
    						
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