EPM7256AEQI208-7 Altera, EPM7256AEQI208-7 Datasheet - Page 10

• Manufacturer Part Number: EPM7256AEQI208-7
• Description: IC MAX 7000 CPLD 256 208-PQFP
• Manufacturer: Altera
• Series: MAX® 7000Ar

Specifications of EPM7256AEQI208-7

• Programmable Type: In System Programmable
• Delay Time Tpd(1) Max: 7.5ns
• Voltage Supply - Internal: 3 V ~ 3.6 V
• Number Of Logic Elements/blocks: 16
• Number Of Macrocells: 256
• Number Of Gates: 5000
• Number Of I /o: 164
• Operating Temperature: -40°C ~ 85°C
• Mounting Type: Surface Mount
• Package / Case: 208-MQFP, 208-PQFP
• Voltage: 3.3V
• Memory Type: EEPROM
• Number Of Logic Elements/cells: 16
• Lead Free Status / RoHS Status: Contains lead / RoHS non-compliant
• Features: -

MAX 7000A Programmable Logic Device Data Sheet
10
Expander Product Terms
Although most logic functions can be implemented with the five product
terms available in each macrocell, more complex logic functions require
additional product terms. Another macrocell can be used to supply the
required logic resources. However, the MAX 7000A architecture also
offers both shareable and parallel expander product terms that provide
additional product terms directly to any macrocell in the same LAB. These
expanders help ensure that logic is synthesized with the fewest possible
logic resources to obtain the fastest possible speed.
Shareable Expanders
Each LAB has 16 shareable expanders that can be viewed as a pool of
uncommitted single product terms (one from each macrocell) with
inverted outputs that feed back into the logic array. Each shareable
expander can be used and shared by any or all macrocells in the LAB to
build complex logic functions. A small delay (t
shareable expanders are used.
can feed multiple macrocells.
Figure 3. MAX 7000A Shareable Expanders
Shareable expanders can be shared by any or all macrocells in an LAB.
36 Signals
from PIA
16 Shared
Expanders
Figure 3
shows how shareable expanders
SEXP
Product-Term Select Matrix
) is incurred when
Altera Corporation
Macrocell
Product-Term
Logic
Macrocell
Product-Term
Logic