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VPC3232D Scheda tecnica(PDF) 49 Page - Micronas |
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VPC3232D Scheda tecnica(HTML) 49 Page - Micronas |
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49 / 78 page ![]() ADVANCE INFORMATION VPC 323xD, VPC 324xD Micronas 49 3.2.1. Calculation of Vertical and East-West Deflection Coefficients In Table 3–4 the formula for the calculation of the deflection initialization parameters from the polynomi- nal coefficients a,b,c,d,e is given for the vertical and East-West deflection. Let the polynomial be The initialization values for the accumulators a0..a3 for vertical deflection and a0..a4 for East-West deflection are 12-bit values. The coefficients that should be used to calculate the initialization values for different field frequencies are given below, the values must be scaled by 128, i.e. the value for a0 of the 50 Hz vertical deflection is 3.2.2. Scaler Adjustment In case of linear scaling, most of the scaler registers need not be set. Only the scaler mode, active video length, and the fixed scaler increments (scinc1/scinc2) must be written. The adjustment of the scaler for nonlinear scaling modes should use the parameters given in table 3–5. An example for ‘panorama vision’ mode with 13.5 MHz line-locked clock is depicted in Fig. 3–2. The figure shows the scaling of the input signal and the variation of the scaling factor during the active video line. The scaling factor starts below 1, i.e. for the borders the video data is expanded by scaler 2. The scaling factor becomes one and compression scaling is done by scaler 1. When the picture center is reached, the scal- ing factor is held constant. At the second border the scaler increment is inverted and the scaling factor changes back symmetrically. The picture indicates the function of the scaler increments and the scaler win- dow parameters. The correct adjustment requires that pixel counts for the respective windows are always in number of output samples of scaler 1 or 2. Table 3–4: Tables for the Calculation of Initialization values for Vertical Sawtooth and East-West Parabola P ÷ a + b(x – 0.5) + c(x – 0.5)2 + d(x – 0.5)3 + e(x – 0.5)4 a0 = (a · 128 – b · 1365.3 + c · 682.7 – d · 682.7) ÷ 128 Vertical Deflection 50 Hz ab c d a0 128 –1365.3 +682.7 –682.7 a1 899.6 –904.3 +1363.4 a2 296.4 –898.4 a3 585.9 Vertical Deflection 60 Hz ab c d a0 128 –1365.3 +682.7 –682.7 a1 1083.5 –1090.2 +1645.5 a2 429.9 –1305.8 a3 1023.5 East-West Deflection 50 Hz ab c d e a0 128 –341.3 1365.3 –85.3 341.3 a1 111.9 –899.6 84.8 –454.5 a2 586.8 –111.1 898.3 a3 72.1 –1171.7 a4 756.5 East-West Deflection 60 Hz ab c d e a0 128 –341.3 1365.3 –85.3 341.3 a1 134.6 –1083.5 102.2 –548.4 a2 849.3 –161.2 1305.5 a3 125.6 –2046.6 a4 1584.8 |
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