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AD9910/PCBZ Datasheet(PDF) 29 Page - Analog Devices |
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AD9910/PCBZ Datasheet(HTML) 29 Page - Analog Devices |
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29 / 60 page ![]() AD9910 Rev. 0 | Page 29 of 60 DRG Slope Control The heart of the DRG is a 32-bit accumulator clocked by a programmable timer. The time base for the timer is the DDS clock, which operates at ¼ fSYSCLK. The timer establishes the interval between successive updates of the accumulator. The positive (+Δt) and negative (−Δt) slope step intervals are independently programmable as given by SYSCLK f P t 4 Δ = + SYSCLK f N t 4 Δ = − where P and N are the two 16-bit values stored in the 32-bit digital ramp rate register and control the step interval. N defines the step interval of the negative slope portion of the ramp. P defines the step interval of the positive slope portion of the ramp. The step size of the positive and negative slope portions of the ramp are controlled by the 64-bit digital ramp step size register. The negative step size is programmed as a magnitude value (that is, an unsigned integer). The relationship between the step size (positive or negative) values and real units of frequency, phase, or amplitude depend on the digital ramp destination bits. The actual frequency, phase, or amplitude step size can be calculated using the following equations with M representing either N or P (for −Δt and +Δt, respectively): SYSCLK f M Step Frequency ⎟ ⎠ ⎞ ⎜ ⎝ ⎛ = 32 2 ⎟ ⎠ ⎞ ⎜ ⎝ ⎛ = 15 2 M π Step Phase (radians) ⎟ ⎠ ⎞ ⎜ ⎝ ⎛ = 13 2 45M Step Phase (degrees) FS I M Step Amplitude ⎟ ⎠ ⎞ ⎜ ⎝ ⎛ = 18 2 Note that the frequency units are the same as those used to represent fSYSCLK, and the amplitude units are the same as those used to represent IFS (the full-scale output current of the DAC). The phase and amplitude step size equations yield the average step size. Due to quantization effects, the actual step size may vary between the nearest destination LSB above and below the calculated average. As described previously, the step interval is controlled by a 16-bit programmable timer. There are three events that can cause this timer to be reloaded prior to its expiration. One event is when the digital ramp enable bit transitions from cleared to set followed by an I/O update. A second event is a change of state in the DRCTL pin. The third event is enabled using the Load LRR @ I/O Update bit (see details in the Register Map and Bit Descriptions section). DRG Limit Control The ramp accumulator is followed by limit control logic that enforces an upper and lower boundary on the output of the ramp generator. Under no circumstances does the output of the DRG exceed the programmed limit values while the DRG is enabled. The limits are set through the 64-bit digital ramp limit register. Note that the upper limit value must be greater than the lower limit value to ensure normal operation. DRG Accumulator Clear The ramp accumulator can be cleared (that is, reset to 0) under program control. When the ramp accumulator is cleared, it forces the DRG output to the lower limit programmed into the digital ramp limit register. With the limit control block imbedded in the feedback path of the accumulator, resetting the accumulator is equivalent to presetting it to the lower limit value. Normal Ramp Generation Normal ramp generation implies that both no-dwell bits are cleared (see the No-Dwell Ramp Generation section for details). In Figure 39, a sample ramp waveform is depicted with the required control signals. The top trace is the DRG output. The next trace down is the status of the DROVER output pin (assuming that the DROVER pin active bit is set). The remaining traces are control bits and control pins. The pertinent ramp parameters are also identified (upper and lower limits plus step size and Δt for the positive and negative slopes). Along the bottom, circled numbers identify specific events. These events are referred to by number (Event 1 and so on) in the following paragraphs. In this particular example, the positive and negative slopes of the ramp are different to demonstrate the flexibility of the DRG. The parameters of both slopes can be programmed to make the positive and negative slopes the same. |
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