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P87LPC778FDH Datasheet(PDF) 22 Page - NXP Semiconductors

Part # P87LPC778FDH
Description  CMOS single-chip 8-bit 80C51 microcontroller 128-byte data RAM, 8 kB OTP
PDF  79 Pages
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Manufacturer  PHILIPS [NXP Semiconductors]
Direct Link  http://www.nxp.com
Logo PHILIPS - NXP Semiconductors

P87LPC778FDH Datasheet(HTML) 22 Page - NXP Semiconductors

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Philips Semiconductors
P87LPC778
CMOS single-chip 8-bit microcontroller
Product data
Rev. 01 — 31 March 2004
22 of 79
9397 750 12378
© Koninklijke Philips Electronics N.V. 2004. All rights reserved.
The width of each PWM output pulse is determined by the value in the appropriate
compare shadow registers, CPSW0 through CPSW4, CPSW0–3 for bits 0–7 and
CPSW4 for bits 8 and 9. When the counter described above reaches underflow the
PWM output is forced high. It remains high until the compare value is reached at
which point it goes low until the next underflow. The number of microcontroller clock
pulses that the PWM n output is high is given by:
A compare value greater than the counter reload value results in the PWM output
being permanently high. In addition there are two special cases. A compare value of
all zeroes, 000, causes the output to remain permanently high. A compare value of all
ones, 3FF, results in the PWM output remaining permanently low. Again the compare
value is loaded into a shadow register. The transfer from this holding register to the
actual compare register is under program control. The register assignments are
shown below where the number immediately following ‘CPSW’ identifies the PWM
output. Thus CPSW0 controls the width of PWM0, CPSW1 the width of PWM1 etc. In
Fig 8.
PWM block diagram.
002aaa619
INTERNAL BUS
10-BIT SHADOW
REGISTER
10-BIT COUNTER
REGISTER
10-BIT COUNTER
XFER
RUN
BRAKE
BRAKE CONTROL LOGIC
10-BIT SHADOW
REGISTER
10-BIT COMPARE
REGISTER
A>B
10-BIT SHADOW
REGISTER
10-BIT COMPARE
REGISTER
A>B
10-BIT SHADOW
REGISTER
10-BIT COMPARE
REGISTER
A>B
10-BIT SHADOW
REGISTER
10-BIT COMPARE
REGISTER
A>B
BKCH
BKPS
BPEN
BKEN
PWM3B
2:1 MUX
PWM3
PWM2
PWM1
PWM0
PWM3I
PWM2B
2:1 MUX
PWM2I
PWM1B
2:1 MUX
PWM1I
PWM0B
2:1 MUX
PWM0I
A
B
AB
AB
AB
t
HI
CNSW
CPSWn
–
1
+
()
=



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