EP2AGX45DF29I5N Altera, EP2AGX45DF29I5N Datasheet - Page 96

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EP2AGX45DF29I5N

Manufacturer Part Number
EP2AGX45DF29I5N
Description
IC ARRIA II GX FPGA 45K 780FBGA
Manufacturer
Altera
Series
Arria II GXr

Specifications of EP2AGX45DF29I5N

Number Of Logic Elements/cells
42959
Number Of Labs/clbs
1805
Total Ram Bits
3435
Number Of I /o
364
Voltage - Supply
0.87 V ~ 0.93 V
Mounting Type
Surface Mount
Operating Temperature
-40°C ~ 100°C
Package / Case
780-FBGA
Family Name
Arria® II GX
Number Of Logic Blocks/elements
45125
# I/os (max)
364
Frequency (max)
500MHz
Operating Supply Voltage (typ)
900mV
Logic Cells
45125
Ram Bits
3565158.4
Operating Supply Voltage (min)
0.87V
Operating Supply Voltage (max)
0.93V
Operating Temp Range
-40C to 100C
Operating Temperature Classification
Industrial
Mounting
Surface Mount
Pin Count
780
Package Type
FC-FBGA
Lead Free Status / RoHS Status
Lead free / RoHS Compliant
Number Of Gates
-
Lead Free Status / Rohs Status
Compliant

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0
4–24
Figure 4–17. High-Precision Multiplier Adder Configuration for Half-DSP Block
Note to
(1) Block output for accumulator overflow and saturate overflow.
Arria II Device Handbook Volume 1: Device Interfaces and Integration
Figure
High-Precision Multiplier Adder Mode
4–17:
dataA[0:17]
dataB[0:17]
dataA[0:17]
dataB[18:35]
dataC[0:17]
dataD[0:17]
dataC[0:17]
dataD[18:35]
In the high-precision multiplier adder, the DSP block can implement 2 two-multiplier
adders, with a multiplier precision of 18 × 36 (one two-multiplier adder per half-DSP
block). This mode is useful in filtering or FFT applications where a datapath greater
than 18 bits is required, yet 18 bits is sufficient for coefficient precision. This can occur
if data has a high dynamic range. If the coefficients are fixed, as in FFT and most filter
applications, the precision of 18 bits provides a dynamic range over 100 dB, if the
largest coefficient is normalized to the maximum 18-bit representation.
In these situations, the datapath can be up to 36 bits, allowing sufficient capacity for
bit growth or gain changes in the signal source without loss of precision, which is
useful in single precision block floating point applications.
high-precision multiplier is performed in two stages. The sum of the results of the two
adders produce the final result:
Z[54..0] = P
where P
0
= A[17..0] × B[35..0] and P
Half-DSP Block
clock[3..0]
0
ena[3..0]
aclr[3..0]
[53..0] + P
1
<<18
<<18
[53..0]
+
+
P
P
0
1
signa
signb
1
= C[17..0] × D[35..0]
+
Chapter 4: DSP Blocks in Arria II Devices
overflow (1)
Arria II Operational Mode Descriptions
Figure 4–17
December 2010 Altera Corporation
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