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Christie Digital Systems Ds+5k, Kc-8k, Dw3k-6k, Kc, Mirage S+2-4-8k, Dlv1400-dx, Matrix 4000 Users Manual
Christie Digital Systems Ds+5k, Kc-8k, Dw3k-6k, Kc, Mirage S+2-4-8k, Dlv1400-dx, Matrix 4000 Users Manual
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Appendix C Serial Communication Cables User’s Manual C-1 A serial link of RS232 or RS422 enables ASCII communication with the projector so that it can be controlled remotely from a PC or other controller. From a PC, connect a standard 9-wire RS232 serial cable to the RS232 IN port. Or, for long-distance (>100 ft.) links with an RS422-compatible PC or controller, connect RS422 cable to the RS422 port.
Appendix C: Serial Communication Cables C-2 User’s Manual
Appendix D Throw Distance User’s Manual D-1 Calculating Throw Distance It is important throw distance be precisely calculated for your installation using the appropriate formula from the chart below. To calculate throw distance you must know the screen size and the lens type installed in the projector. In general, the larger you want the image to be the greater the distance you must allow between the lens and the screen. NOTES: 1) Throw distance is measured from the screen to the center of the projector’s front feet. 2) This measurement is not necessarily parallel to the floor as the projector and screen may be inclined. 3) Due to lens manufacturing, throw distance calculations have a tolerance of ± 5%. Table A-1 Throw Distance Formulas Screen Widths (cm) Lens Throw Ratio Throw Distance Formula (cm) Min. Max. 0.73 0.7618*W+6.7624 150 437 1.2:1 (long throw) 1.2521*W+10.817 79 812 1.45-1.8 Min. 1.4789*W-3.6096 Max. 1.8655*W-8.1977 160 127 1102 889 1.8-2.5 Min. 2.0424*W-74.131 Max. 2.6076*W-16.638 160 117 1110 800 2.5-4.5 Min. 2.6347*W-11.428 Max. 4.783*W-29.602 244 137 1118 1110 4.5-7.3 Min. 4.5126*W-6.5502 Max. 7.423*W-25.184 267 165 1110 1095 NOTES: 1.2:1 (short throw) lens information not available at time of printing. Calculations are not shown for 1.2:1 (long throw) lenses. Where: TD = projector distance from the screen to the center of the projector’s front feet. W = screen (image) width (cm)