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HT95R34 датащи(PDF) 39 Page - Holtek Semiconductor Inc

номер детали HT95R34
подробное описание детали  I/O Type Phone 8-bit MCU with DTMF Receiver
PDF  59 Pages
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производитель  HOLTEK [Holtek Semiconductor Inc]
домашняя страница  http://www.holtek.com
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HT95R34 датащи(HTML) 39 Page - Holtek Semiconductor Inc

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HT95R34
Rev. 1.10
39
February 18, 2009
Steering Time Adjustment Circuits
Programmable Frequency Divider (PFD) Generator
- MUSIC
A Programmable Frequency Divider function, otherwise known as PFD, is integrated within the microcontroller, provid-
ing a means of accurate frequency generation. It is composed of two functional blocks: a prescaler and a general coun-
ter.
PFD Control Register
The overall PFD function is controlled using the PFDC register. The prescaler is controlled by the register bits, PRES0
and PRES1. The general counter is programmed by an 8-bit register PFDD. The clock source for the PFD can be se-
lected to be either the 3.58MHz/4 or the 32768Hz oscillator. To enable the PFD output, the PFDEN bit should be set to
1. When the PFD is disabled the PFDD register is inhibited to be written to. To modify the PFDD contents, the PFD must
be enabled. When the generator is disabled, the PFDD is cleared by hardware.
P r e s c a l e r
P r e s c a l e r
O u t p u t
P F D D
P R E S 1 , P R E S 0
3 2 7 6 8 H z
3 . 5 8 M H z / 4
P F D E N
P F D
O u t p u t
M U S I C
B u z z e r
P F D C R e g i s t e r
b 0
N o t i m p l e m e n t e d , r e a d a s " 0 "
b 7
P F D O u t p u t E n a b l e
1 : e n a b l e
0 : d i s a b l e
P F D P r e s c a l e r S e l e c t
0 0 : P r e s c a l e r o u t p u t = P F D f r e q u e n c y s o u r c e / 1
0 1 : P r e s c a l e r o u t p u t = P F D f r e q u e n c y s o u r c e / 2
1 0 : P r e s c a l e r o u t p u t = P F D f r e q u e n c y s o u r c e / 4
1 1 : P r e s c a l e r o u t p u t = P F D f r e q u e n c y s o u r c e / 8
P F D F r e q u e n c y S o u r c e S e l e c t
1 : 3 . 5 8 M H z / 4
0 : 3 2 7 6 8 H z
F P F D
P R E S 1 P R E S 0 P F D E N
R
C
V D D
R T / G T
E S T
V D D
(a) Fundamental circuit:
tGTP =R
´ C ´ Ln (VDD /(VDD - VTRT))
tGTA =R
´ C ´ Ln (VDD /VTRT)
R 1
C
V D D
R T / G T
E S T
R 2
D 1
V D D
(b) tGTP <tGTA :
tGTP = (R1 // R2)
´ C ´ Ln (VDD - VTRT))
tGTA =R1
´ C ´ Ln (VDD /VTRT)
R 1
C
V D D
R T / G T
E S T
R 2
D 1
V D D
(c) tGTP >tGTA :
tGTP =R1
´ C ´ Ln (VDD /(VDD - VTRT))
tGTA = (R1 // R2)
´ C ´ Ln (VDD /VTRT)



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