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TMP88CS34FG Datasheet(PDF) 77 Page - Toshiba Semiconductor

Part # TMP88CS34FG
Description  CMOS 8-Bit Microcontroller
PDF  215 Pages
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Manufacturer  TOSHIBA [Toshiba Semiconductor]
Direct Link  http://www.semicon.toshiba.co.jp/eng
Logo TOSHIBA - Toshiba Semiconductor

TMP88CS34FG Datasheet(HTML) 77 Page - Toshiba Semiconductor

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TMP88CS34/CP34
2007-09-12
88CS34-77
Figure 2.7.3 Timer Mode Timing Chart
(2) Event counter mode
In this mode, the TC3 pin input pulses are used for counting up Either the rising on
falling edge can be selected with TC3ES (bit 0 in PMPXCR). The contents of TC3DRA are
compared with the contents of the up-counter. If a match is found, an INTTC3 interrupt is
generated and the counter is cleared. Match detect is executed on the falling edge of the
TC3 pin. A match can not be detected, and INTTC3 is not generated when the pulse is still
in a falling state.
The maximum applied frequency is shown in Table 2.7.2. Two or more machine cycles are
required for both the high and low levels of the pulse width.
The current contents of up-counter are loaded into TC3DRB by setting ACAP (bit 6 in
TC3CR) to “1” (Auto-capture funcion).
The contents of up-counter can be easily confirmed by executing the read instruction (RD
instruction) of TC3DRB. Loading the contents of up-counter is not synchronized with
counting up. The contents of over flow (FFH) and 00H can not be loaded correctly. It is
necessary to consider the count cycle.
Example: Generates an interrupt every 0.5 s, inputting 50 Hz pulses to the TC3 pin.
LD
(TC3CR), 00001110B
;
Sets TC3 mode and source clock
LD
(TC3DRA), 19H
;
0.5 s
÷ 1/50 = 25 = 19H
LD
(TC3CR), 00011100B
;
Starts TC3
Table 2.7.2 Source Clock (External Clock) for Timer/Counter
Minimum applied frequency [Hz]
NORMAL, IDLE Mode
"H" width
2
2/fc
"L" width
2
2/fc
m
m
m
− 2
Up-counter
Timer register B
ACAP1
Capture
m
+ 1m + 2
(b) Auto-capture
Timer register B
INTTC3 interrupt
n
− 1n
n
+ 1
Capture
Count start
Source clock
Up-counter
Source clock
0
?
n
n
− 1 n 0
Match detect
Counter clear
(a) Timer Mode
?
m
− 1
m
+ 1m + 2
1
2
3
4
1
2
3
4
5
6
7
m
− 1
n
n
− 1
n
+ 1



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