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8
Figure 3. Peak Column Current vs
Column Voltage.
Figure 2. Relative Luminous Intensity
vs Ambient Temperature.
Figure 1. Maximum Allowable Power
Dissipation vs Ambient Temperature
as a Function of Thermal Resistance
Junction-to-Ambient, RθJ-A. Derated
Operation Assumes RθPC-A = 35°C/W
per Display for Printed Circuit Board.
TJ (IC) MAX = 130°C.
RθJ-A (TA = 100°C)
= 22°C/W for HCMS-235X Series
= 32°C/W for HCMS-231X Series
= 38°C/W for HCMS-201X Series.
Electrical Description
Each display device contains four
5 x 7 LED dot matrix characters
and two CMOS integrated
circuits, as shown in Figure 4.
The two CMOS integrated circuits
form an on-board 28 bit serial-in-
parallel-out shift register that will
accept standard TTL logic levels.
The Data Input, pin 12, is
connected to bit position 1 and
the Data Output, pin 7, is
connected to bit position 28. The
shift register outputs control
constant current sinking LED row
drivers. The nominal current sink
per LED driver is 11 mA for the
HCMS-201X displays, 13 mA for
the HCMS-231X displays and
18 mA for the HCMS-235X
displays. A logic 1 stored in the
shift register enables the
corresponding LED row driver
and a logic 0 stored in the shift
register disables the
corresponding LED row driver.
The electrical configuration of
these CMOS IC alphanumeric
displays allows for an effective
interface to a display controller
circuit that supplies decoded
character information. The row
data for a given column (one 7 bit
byte per character) is loaded (bit
serial) into the on-board 28 bit
shift register with high to low
transitions of the Clock input. To
load decoded character informa-
tion into the display, column data
for character 4 is loaded first and
the column data for character 1 is
loaded last in the following
manner. The 7 data bits for
column 1, character 4, are loaded
into the on-board shift register.
Next, the 7 data bits for column
1, character 3, are loaded into the
shift register, shifting the charac-
ter 4 data over one character
position. This process is repeated
for the other two characters until
all 28 bits of column data (four 7
bit bytes of character column
data) are loaded into the on-
board shift register. Then the
column 1 input, VCOL pin 1, is
energized to illuminate column 1
in all four characters. This
process is repeated for columns
2, 3, 4 and 5. All VCOL inputs
should be at logic low to insure
the display is off when loading
data. The display will be blanked
when the blanking input VB, pin
8, is at logic low regardless of the
outputs of the shift register or
whether one of the VCOL inputs is
energized.
Refer to Application Note 1016
for drive circuit information.
ESD Susceptibility
The HCMS-201X/-231X/-235X
series displays have an ESD
susceptibility ratings of CLASS 3
per DOD-STD-1686 and CLASS B
per MIL-STD-883C. It is
recommended that normal CMOS
handling precautions be observed
with these devices.
Soldering and Post Solder
Cleaning
These displays may be soldered
with a standard wave solder
process using either an RMA flux
and solvent cleaning or an OA
flux and aqueous cleaning. For