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PDSP16510AMA 参数 Datasheet PDF下载

PDSP16510AMA图片预览
型号: PDSP16510AMA
PDF下载: 下载PDF文件 查看货源
内容描述: 单机FFT处理器 [Stand Alone FFT Processor]
分类和应用:
文件页数/大小: 23 页 / 97 K
品牌: MITEL [ MITEL NETWORKS CORPORATION ]
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PDSP16510A MA  
spaced frequencies are to be detected, and one is of smaller  
magnitude than the other. It does, however, reduce the actual  
frequency resolution, and the Hamming window may then be  
preferable.  
Data in and out of the device is represented by 16 bit real  
and imaginary components, with 16 bit sine and cosine values  
contained in an internal ROM. Conditional scaling, coupled  
with word growth through the butterfly data path, gives in-  
creased dynamic range. Transforms can be computed with  
sample sizes of either 256 or 1024 data points. The 256 point  
option can alternatively be used to simultaneously execute  
either four 64 point transforms, or sixteen 16 point transforms.  
The 16 point mode can only be used with a rectangular  
window, and no overlapping of data blocks is possible.  
The device can be configured, either, to perform continu-  
oustransformsinarealtimeapplication,orasslaveprocessor  
to a more general purpose signal processing system. In the  
continuous mode, with transform sizes of 256 points or less,  
it contains three internal control units which simultaneously  
allow new data to be loaded, present data to be transformed,  
andpreviousresultstobedumped. Additional, external, input/  
output buffering is not needed. The internal input buffer also  
allows data blocks to be overlapped by either 50% or 75%,  
apart from the mode with no overlaps.  
When 1024 point transforms are to be calculated, without loss  
of incoming data during the transform time, it is necessary to  
use an input buffer. This requirement is satisfied by a single  
PDSP16540 support device.  
In any of the real or complex modes it is possible to obtain  
higherperformancebyconnectingdevicesinparallel.Itisthen  
possible to increase the sampling rate to that of the system  
clock used for internal operations.  
The mode of operation of the device is controlled by 16  
bits in a control register. These are loaded through the  
AUX15:0 port when a control signal DEF is active low. This  
port is also used to provide the imaginary component of  
complex input data, and, if complex transforms are to be  
performed, an external tristate buffer will be needed to isolate  
the control information. This should only be enabled when  
DEF is active. DEF is also used to initiliase the internal  
circuitry, and can be a simple power on reset if control  
parameters need not be subsequently changed.  
DATA PRECISION  
During each pass of a radix-4 fast Fourier transform it is  
possible for either component of a particular result to grow by  
a factor of up to four in the first pass, and 5.242 in subsequent  
passes. This is between two and three bits in each pass and  
the data path must allow for this word growth to avoid any  
possibility of overflow. At the end of the data path the word is  
again reduced to 16 bits by discarding least significant bits..  
Any un-necessary word growth to prevent overflow thus  
results in loss of arithmetic precision, and has a detrimental  
effect on the dynamic range achievable.  
In practice these large word growths only occur when  
bipolar complex square waves are transformed, and even  
then will not occur on every pass. The PDSP16510 compro-  
mises by allowing a 2 bit word growth during the butterfly  
calculation in the first pass. This is equivalent to ignoring the  
most significant bit of the 19 bit final result ,which is assumed  
to be an extra sign bit, and then selecting the next 16 bits for  
Fig. 3 One of Four Data Paths  
storage. In subsequent passes a Control Register Bit allows  
the user to continue to select these 16 bits, or instead to use  
the 16 most significant bits. The latter option is equivalent to  
a 3 bit word growth. The 2 or 3 bit word growth option applies  
to ALL subsequent passes and is not a per pass option.  
If the 2 bit option is selected there is a possibility of  
overflow occurring in one of the passes. The prediction of  
overflow is mathematically difficult, and only occurs with  
specific complex square waves. Scaling down the inputs  
cannot be guaranteed to prevent overflow because of the  
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