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LT1399CS 数据表(PDF) 12 Page - Linear Technology |
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LT1399CS 数据表(HTML) 12 Page - Linear Technology |
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12 / 16 page ![]() 12 LT1398/LT1399/LT1399HV S APPLICATI I FOR ATIO Buffered RGB to Color-Difference Matrix Two LT1398s can be used to create buffered color- difference signals from RGB inputs (Figure 8). In this application, the R input arrives via 75 Ω coax. It is routed to the noninverting input of LT1398 amplifier A1 and to a 1082 Ω resistor R8. There is also an 80.6Ω termination A2 1/2 LT1398 B1 1/2 LT1398 – + A1 1/2 LT1398 R7 324 Ω R6 162 Ω R5 324 Ω R10 2940 Ω R9 549 Ω R11 80.6 Ω R G B R12 86.6 Ω R13 76.8 Ω ALL RESISTORS 1% VS = ±5V R8 1082 Ω 75 Ω SOURCES R1 324 Ω R2 324 Ω R4 324 Ω R3 324 Ω B-Y Y R-Y 1398/99 F08 B2 1/2 LT1398 resistor R11, which yields a 75 Ω input impedance at the R input when considered in parallel with R8. R8 connects to the inverting input of a second LT1398 amplifier (A2), which also sums the weighted G and B inputs to create a –0.5 • Y output. LT1398 amplifier B1 then takes the –0.5 • Y output and amplifies it by a gain of –2, resulting in the Y output. Amplifier A1 is configured in a noninvert- ing gain of 2 with the bottom of the gain resistor R2 tied to the Y output. The output of amplifier A1 thus results in the color-difference output R-Y. The B input is similar to the R input. It arrives via 75 Ω coax, and is routed to the noninverting input of LT1398 amplifier B2, and to a 2940 Ω resistor R10. There is also a 76.8 Ω termination resistor R13, which yields a 75Ω input impedance when considered in parallel with R10. R10 also connects to the inverting input of amplifier A2, adding the B contribution to the Y signal as discussed above. Amplifier B2 is configured in a noninverting gain of 2 configuration with the bottom of the gain resistor R4 tied to the Y output. The output of amplifier B2 thus results in the color-difference output B-Y. Figure 7. LT1399HV Output Voltage Swing VIN VOUT VS = ±7.5V 50ns/DIV RF = 324Ω RG = 162Ω RS = 16.9Ω CL = 330pF 1398/99 F07 Figure 8. Buffered RGB to Color-Difference Matrix |
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