Z8018010PSG Zilog, Z8018010PSG Datasheet - Page 181

IC 10MHZ Z180 CMOS ENH MPU 64DIP

Z8018010PSG

Manufacturer Part Number
Z8018010PSG
Description
IC 10MHZ Z180 CMOS ENH MPU 64DIP
Manufacturer
Zilog
Datasheets

Specifications of Z8018010PSG

Processor Type
Z180
Features
8-Bit, Enhanced Z80 Megacell
Speed
10MHz
Voltage
5V
Mounting Type
Through Hole
Package / Case
64-DIP (0.750", 19.05mm)
Processor Series
Z8018xx
Core
Z80
Data Bus Width
8 bit
Maximum Clock Frequency
10 MHz
Number Of Timers
2
Operating Supply Voltage
0 V to 5 V
Maximum Operating Temperature
+ 70 C
Mounting Style
Through Hole
Minimum Operating Temperature
0 C
Core Size
8bit
Cpu Speed
10MHz
Digital Ic Case Style
DIP
No. Of Pins
64
Supply Voltage Range
4.5V To 5.5V
Operating Temperature Range
0°C To +70°C
Svhc
No SVHC (18-Jun-2010)
Base Number
8018010
Rohs Compliant
Yes
Clock Frequency
10MHz
Lead Free Status / RoHS Status
Lead free / RoHS Compliant
Other names
269-3889
Z8018010PSG

Available stocks

Company
Part Number
Manufacturer
Quantity
Price
Part Number:
Z8018010PSG
Manufacturer:
Zilog
Quantity:
40
166
UM005003-0703
Z8018x
Family MPU User Manual
These devices require connection with the Z8X180 synchronous E clock
output. The speed (access time) required for the peripheral devices are
determined by the Z8X180 clock rate. Table 24, and Figure 67 through
Figure 70 define E clock output timing.
Wait States are inserted in Op Code fetch, memory read/write, and I/O
read/write cycles which extend the duration of E clock output High.
During I/O read/write cycles with no Wait States (only occurs during on-
chip I/O register accesses), E does not go High.
Table 24.
Condition
Op Code Fetch Cycle
Memory Read/Write Cycle
I/O read Cycle
I/O Write Cycle
NMI Acknowledge 1st MC
INT0 Acknowledge 1st MC
BUS RELEASE mode
SLEEP mode
SYSTEM STOP mode
Note: nw = the number of Wait States; MC: Machine Cycle
E Clock Timing in Each Condition
1st Tw rise - T3 fall
Duration of E Clock Output High
T2 rise - T3 fall
1st Tw rise - T3 fall
1st Tw rise - T3 rise
T2 rise - T3 fall
Phi fall - Phi fall
(1.5 Phi + nw x Phi)
(0.5Phi + nw x Phi)
In
(1.5 Phi)
(0.50 + nw x Phi
(2 Phi or 1 Phi)
w
x Phi)
)

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