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TLC555CPWR Datasheet(PDF) 16 Page - Texas Instruments

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Part # TLC555CPWR
Description  TLC555 LinCMOS??Timer
PDF  42 Pages
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Manufacturer  TI [Texas Instruments]
Direct Link  http://www.ti.com
Logo TI - Texas Instruments

TLC555CPWR Datasheet(HTML) 16 Page - Texas Instruments

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L
B
H
A
B
t
R
Low-to-high ratio
t
R
R
=
=
+
H
B
H
L
A
B
t
R
Output waveform duty cycle
1
t
t
R
2R
=
= -
+
+
L
B
H
L
A
B
t
R
Output driver duty cycle
t
t
R
2R
=
=
+
+
(
)
A
B
1.44
frequency
R
2R
C
»
+
(
)
H
L
A
B
period
t
t
0.693 R
2R
C
=
+
=
+
(
)
L
B
t
0.693 R
C
=
(
)
H
A
B
t
0.693 R
R
C
=
+
Time − 0.5 ms/div
t
H
Capacitor Voltage
Output Voltage
tL
GND
OUT
VDD
CONT
RESET
DISCH
THRES
TRIG
C
RB
RA
Output
0.01
F
P
VDD
(5 V t o 15 V)
(see Note A)
Open
5
8
4
7
6
2
3
1
16
TLC555
SLFS043I – SEPTEMBER 1983 – REVISED JULY 2019
www.ti.com
Product Folder Links: TLC555
Submit Documentation Feedback
Copyright © 1983–2019, Texas Instruments Incorporated
Feature Description (continued)
7.3.2 Astable Operation
As shown in Figure 12, adding a second resistor, RB, to the circuit of Figure 9 and connecting the trigger input to
the threshold input causes the timer to self-trigger and run as a multi-vibrator. The capacitor C charges through
RA and RB and then discharges through RB only. Therefore, the duty cycle is controlled by the values of RA and
RB.
This astable connection results in capacitor C charging and discharging between the threshold-voltage level
(
≈ 0.67 × VCC) and the trigger-voltage level (≈ 0.33 × VCC). As in the monostable circuit, charge and discharge
times (and, therefore, the frequency and duty cycle) are independent of the supply voltage.
Decoupling CONT voltage to ground with a capacitor can improve
operation. This should be evaluated for individual applications.
Figure 12. Circuit for Astable Operation
RA = 5 kΩ
RB = 3 kΩ
C = 0.15 µF
See Figure 12
Figure 13. Typical Astable Waveforms
Figure 13 shows typical waveforms generated during astable operation. The output high-level duration tH and
low-level duration tL for frequencies below 100 kHz can be calculated as follows:
(1)
(2)
Other useful relationships are shown below:
(3)
(4)
(5)
(6)
(7)



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