PDSP16116MC Zarlink Semiconductor, PDSP16116MC Datasheet

no-image

PDSP16116MC

Manufacturer Part Number
PDSP16116MC
Description
16 by 16 Bit Complex Multiplier
Manufacturer
Zarlink Semiconductor
Datasheet
words every 50ns and can be configured to output the
complete complex (32 + 32) bit result within a single cycle. The
data format is fractional two's complement.
two 32 bit Adder/Subtractors and all the control logic required
to support Block Floating Point Arithmetic as used in FFT
applications. In combination with a PDSP16318, the
PDSP16116A forms a two chip 10MHz Complex Multiplier
Accumulator with 20 bit accumulator registers and output
shifters. The PDSP16116 in combination with two
PDSP16318s and two PDSP1601s forms a complete 10MHz
Radix 2 DIT FFT Butterfly solution which fully supports Block
Floating Point Arithmetic. The PDSP16116/A has an
extremely high throughput that is suited to recursive
algorithms as all calculations are performed with a single
pipeline delay (two cycle fall-through).
FEATURES
APPLICATION
ASSOCIATED PRODUCTS
PDSP16318/A
PDSP16112/A
PDSP16330/A
PDSP1601/A
PDSP16350
PDSP16256
PDSP16510
The PDSP16116A will multiply two complex (16 + 16) bit
The PDSP16116/A contains four 16 x 16 Array Multipliers,
Complex Number (16 + 16) X (16 + 16) Multiplication
Full 32 bit Result
20MHz Clock Rate
Block Floating Point FFT Butterfly Support
-1 times -1 Trap
Two's Complement Fractional Arithmetic
TTL Compatible I/O
Complex Conjugation
2 Cycle Fall Through
144 pin PGA or QFP packages
Fast Fourier Transforms
Digital Filtering
Radar and Sonar Processing
Instrumentation
Image Processing
Complex Accumulator
(16 + 16) X (12 + 12) Complex Multiplier
Pythagoras Processor
ALU and Barrel Shifter
Precision Digital Modulator
Programmable FIR Filter
Single Chip FFT Processor
DS3858
CHANGE NOTIFICATION
The change notification requirements of MIL-M-38510 will be
implemented on this device type. Known customers will be
notified of any changes since last buy when ordering further
parts if significant changes have been made.
Rev
Date
PDSP16116 MC GC1R
PDSP16116 MC AC1R
PDSP16116A MC GC1R 20MHz
PDSP16116A MC AC1R20MHz
MULT
REG
REG
16 by 16 Bit Complex Multiplier
XR
SHIFT
JULY 1993 OCT 1998 JUN 2000
REG
+/-
PR
Fig.1 Simplified Block Diagram
Ordering Information
A
MULT
REG
REG
XI
PDSP16116/A/MC
ISSUE 3.0
10MHz
10MHz
B
MULT
REG
REG
YR
PDSP16116/A/MC
MIL-883 screened -
ceramic QFP
MIL-883 screened -
PGA package
MIL-883 screened -
ceramic QFP
MIL-883 screened -
PGA package
SHIFT
REG
+/-
PI
C
MULT
REG
REG
YI
June 2000
D
1

Related parts for PDSP16116MC

PDSP16116MC Summary of contents

Page 1

The PDSP16116A will multiply two complex (16 + 16) bit words every 50ns and can be configured to output the complete complex (32 + 32) bit result within a single cycle. The data format is fractional two's complement. The PDSP16116/A ...

Page 2

PDSP16116/A/MC The PDSP16116 has a number of features tailored for System applications Trap In multiply operations utilising Twos Complement Fractional notation, the - operation forms an invalid result not representable in the ...

Page 3

XR CEX REG C 16X16 O MULT M P '1' MUX REG ROUND ADD/SUB OVR CONX WTA AR15:13 WTB AI15:13 SOBFP EOPSS SFTR SFTA GWR4:0 WTOUT OER XI REG C C 16X16 O O MULT MUX ...

Page 4

PDSP16116/A/ Pin connections for 144 I/O power pin grid array package (bottom view Pin connections ...

Page 5

Signal PI14 PI15 WTOUT1 WTOUT0 SFTR0 SFTR1 SFTR2 OEI CONX ...

Page 6

PDSP16116/A/MC NORMAL MODE OPERATION When the MBFP mode select input is held low the ‘Normal’ mode of operation is selected. Complex Multiply operations that do not require Block Floating Point arithmetic. Multiplier Satge Complex two's complement fractional data is loaded ...

Page 7

Part No: PDSP11616/A/MC 16 By16 Bit Complex Multiplier Package Type: AC144 Pin No. Pin No. Con N/C ...

Page 8

PDSP16116/A/MC Part No: PDSP16116/A/ Bit Complex Multiplier Package Type: GC144 Pin No. Pin No. Con. 1 N/C 2 N/C 3 N/C 4 N/C 5 N/C 6 N ...

Page 9

WTB1 shift applied giving a shifter output format Bit Number – – – – – Weighting The ...

Page 10

PDSP16116/A/MC SOBFP (BFP MODE ONLY) Start of BFP: This input should be held low for the first cycle of the first pass of the BFP calculations (see Fig.7). It serves to reset the internal registers associated with BFP control. When ...

Page 11

In normal mode, these inputs perform a different function. They directly control the internal shifter at the output port as shown in Table 7. WTB1:0 FUNCTION 11 shift complex product one place to the left 00 no shift applied 01 ...

Page 12

PDSP16116/A/ SOBFP AR15:13 A PDSP1601/A SFTA PDSP16318 the end of each constituent pass of the FFT, the positions of the binary point supported may change to ...

Page 13

The butterfly operation The butterfly operation is the arithmetic operation which is repeated many times to produce an FFT. The PDSP16116A based butterfly processor performs this operation in a low power high accuracy chip set Figure 6 ...

Page 14

PDSP16116/A/MC Control of the FFT To enable the block floating point hardware to keep track of the data, the following signals are provided : - start of the FFT - end of current pass These inform the PDSP16116/A when an ...

Page 15

As FFT data consists of real and imaginary parts, either two PDSP1601As must be used (controlled by the same logic single PDSP1601/A could be used handling real and imaginary data on alternate cycles (using the same instructions for ...

Page 16

PDSP16116/A/MC ABSOLUTE MAXIMUM RATINGS Supply voltage V CC Input voltage V IN Output voltage V OUT Clamp diode current per I (see note 2) k Static discharge voltage (HBM) Storage temperature range T S Ambient temperature with power applied T ...

Page 17

Switching Characteristics Characteristic CLK rising edge to P-PORTS CLK rising edge to WTOUT1:0 CLK rising edge to GWR4:0 CLK rising edge to SFTA1:0 CLK rising edge to SFTR2:0 Setup port inputs to CLK rising edge Hold X ...

Page 18

... For more information about all Zarlink products Information relating to products and services furnished herein by Zarlink Semiconductor Inc. or its subsidiaries (collectively “Zarlink”) is believed to be reliable. However, Zarlink assumes no liability for errors that may appear in this publication, or for liability otherwise arising from the application or use of any such information, product or service or for any infringement of patents or other intellectual property rights owned by third parties which may result from such application or use ...

Related keywords