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ADSP-21364SBBCZENG Datasheet(PDF) 43 Page - Analog Devices |
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ADSP-21364SBBCZENG Datasheet(HTML) 43 Page - Analog Devices |
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43 / 52 page ![]() ADSP-21364 Preliminary Technical Data Rev. PrB | Page 43 of 52 | September 2004 OUTPUT DRIVE CURRENTS Figure 36 shows typical I-V characteristics for the output driv- ers of the ADSP-21364. The curves represent the current drive capability of the output drivers as a function of output voltage. TEST CONDITIONS The ac signal specifications (timing parameters) appear Table 12 on Page 20 through Table 38 on Page 42. These include output disable time, output enable time, and capacitive loading. The timing specifications for the SHARC apply for the voltage reference levels in Figure 37. Timing is measured on signals when they cross the 1.5 V level as described in Figure 38 on Page 43. All delays (in nanoseconds) are measured between the point that the first signal reaches 1.5 V and the point that the second signal reaches 1.5 V. CAPACITIVE LOADING Output delays and holds are based on standard capacitive loads: 30 pF on all pins (see Figure 37). Figure 41 shows graphically how output delays and holds vary with load capacitance. The graphs of Figure 39, Figure 40, and Figure 41 may not be linear outside the ranges shown for Typical Output Delay vs. Load Capacitance and Typical Output Rise Time (20%-80%, V=Min) vs. Load Capacitance. Figure 36. ADSP-21364 Typical Drive Figure 37. Equivalent Device Loading for AC Measurements (Includes All Fixtures) Figure 38. Voltage Reference Levels for AC Measurements SWEEP (VDDEXT)VOLTAGE (V) -20 03.5 0.5 1 1.5 2 2.5 3 0 -40 -30 20 40 -10 VOL 3.11V, 125° C 3.3V, 25° C 3.47V, -45° C VOH 30 10 3.11V, 125° C 3.3V, 25° C 3.47V, -45° C 1.5V 30pF TO OUTPUT PIN 50 INPUT OR OUTPUT 1.5V 1.5V Figure 39. Typical Output Rise/Fall Time (20%-80%, VDDEXT = Max) Figure 40. Typical Output Fall Time (20%-80%, VDDEXT = Min) LOAD CAPACITANCE (pF) 8 0 0 100 250 12 4 2 10 6 200 150 50 FALL y = 0.0467x + 1.6323 y = 0.045x + 1.524 RISE LOAD CAPACITANCE (pF) 12 0 50 100 150 200 250 10 8 6 4 2 0 RISE FALL y = 0.049x + 1.5105 y = 0.0482x + 1.4604 |
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