EP20K100QC240-3 Altera, EP20K100QC240-3 Datasheet - Page 16
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EP20K100QC240-3
Manufacturer Part Number
EP20K100QC240-3
Description
IC APEX 20K FPGA 100K 240-PQFP
Manufacturer
Altera
Series
APEX-20K®r
Datasheet
1.EP20K30ETC144-3.pdf
(117 pages)
Specifications of EP20K100QC240-3
Number Of Logic Elements/cells
4160
Number Of Labs/clbs
416
Total Ram Bits
53248
Number Of I /o
189
Number Of Gates
263000
Voltage - Supply
2.375 V ~ 2.625 V
Mounting Type
Surface Mount
Operating Temperature
0°C ~ 85°C
Package / Case
240-MQFP, 240-PQFP
Lead Free Status / RoHS Status
Contains lead / RoHS non-compliant
Other names
544-1094
Available stocks
Company
Part Number
Manufacturer
Quantity
Price
Company:
Part Number:
EP20K100QC240-3N
Manufacturer:
ALTERA
Quantity:
150
Part Number:
EP20K100QC240-3V
Manufacturer:
ALTERA/阿尔特拉
Quantity:
20 000
APEX 20K Programmable Logic Device Family Data Sheet
Figure 7. APEX 20K Cascade Chain
16
AND Cascade Chain
d[(4 n – 1)..(4 n – 4)]
d[3..0]
d[7..4]
LUT
LUT
LUT
Cascade Chain
With the cascade chain, the APEX 20K architecture can implement
functions with a very wide fan-in. Adjacent LUTs can compute portions
of a function in parallel; the cascade chain serially connects the
intermediate values. The cascade chain can use a logical AND or logical OR
(via De Morgan’s inversion) to connect the outputs of adjacent LEs. Each
additional LE provides four more inputs to the effective width of a
function, with a short cascade delay. Cascade chain logic can be created
automatically by the Quartus II software Compiler during design
processing, or manually by the designer during design entry.
Cascade chains longer than ten LEs are implemented automatically by
linking LABs together. For enhanced fitting, a long cascade chain skips
alternate LABs in a MegaLAB structure. A cascade chain longer than one
LAB skips either from an even-numbered LAB to the next even-numbered
LAB, or from an odd-numbered LAB to the next odd-numbered LAB. For
example, the last LE of the first LAB in the upper-left MegaLAB structure
carries to the first LE of the third LAB in the MegaLAB structure.
shows how the cascade function can connect adjacent LEs to form
functions with a wide fan-in.
LE n
LE1
LE2
d[(4 n – 1)..(4 n – 4)]
OR Cascade Chain
d[3..0]
d[7..4]
LUT
LUT
LUT
Altera Corporation
Figure 7
LE n
LE1
LE2