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AS5181 Datasheet(PDF) 12 Page - Micross Components

Part # AS5181
Description  Low-Current Standby or Full Shutdown Modes
PDF  16 Pages
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Manufacturer  MICROSS [Micross Components]
Direct Link  http://www.micross.com
Logo MICROSS - Micross Components

AS5181 Datasheet(HTML) 12 Page - Micross Components

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DAC
AS5181
AS5181
Rev. 0.4 01/10
Micross Components reserves the right to change products or specifications without notice.
12
Using the AS5181 for Arbitrary Waveform
Generation
Designing a traditional arbitrary waveform generator
(AWG) requires five major functional blocks (Figure 8a):
clock generator, counter, waveform memory, DAC for wave-
form reconstruction, and output filter. The waveform memory
contains the sequentially stored digital replica of the desired
analog waveforms. This memory shares a common clock with
the DAC.
For each clock cycle, a counter adds one count to the
address for the waveform memory. The memory then loads
the next value to the DAC, which generates an analog output
voltage corresponding to that data value. A DAC output filter
can either be a simple or complex lowpass filter, depending on
the AWG requirements for waveform function and frequen-
cies. The main limitations of the AWG’s flexibility are DAC
resolution and dynamic performance, memory length, clock
frequency, and the filter characteristics.
Although the AS5181 offer high-frequency operation and
excellent dynamics, they are suitable for relaxed requirements
in resolution (10-bit AWGs). To increase an AWG’s high-
frequency accuracy, temperature stability, wide-band tuning,
and past phase-continuous frequency switching, the user may
approach a direct digital synthesis (DDS) AWG (Figure 8b).
This DDS loop supports standard waveforms that are repetitive,
such as sine, square, TTL, and triangular waveforms.
DDS allows for precise control of the data-stream input to
the DAC. Data for one complete output waveform cycle is
sequentially stored in a RAM. As the RAM addresses are
changing, the DAC converts the incoming data bits into a
corresponding voltage waveform. The resulting output signal
frequency is proportional to the frequency rate at which the
RAM addresses are changed.
FIGURES 5 A thru D



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