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HT46R01 参数 Datasheet PDF下载

HT46R01图片预览
型号: HT46R01
PDF下载: 下载PDF文件 查看货源
内容描述: 10引脚MSOP A / D型8位OTP MCU [10-Pin MSOP A/D Type 8-Bit OTP MCU]
分类和应用:
文件页数/大小: 60 页 / 482 K
品牌: HOLTEK [ HOLTEK SEMICONDUCTOR INC ]
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HT46R01/HT46R02/HT46R03  
Pulse Width Modulator  
Each microcontroller is provided with a single Pulse  
Width Modulation, PWM, output. Useful for such appli-  
cations such as motor speed control, the PWM function  
provides outputs with a fixed frequency but with a duty  
cycle that can be varied by setting particular values into  
the corresponding PWM register.  
frequency for the 6+2 mode of operation will be fSYS/64.  
PWM  
PWM Cycle PWM Cycle  
Modulation  
Frequency  
Duty  
fSYS/64 for (6+2) bits mode  
f
SYS/256  
[PWM]/256  
f
SYS/128for (7+1) bits mode  
Asingle register, known as PWM and located in the Data  
Memory is assigned to the Pulse Width Modulator. It is  
here that the 8-bit value, which represents the overall  
duty cycle of one modulation cycle of the output wave-  
form, should be placed. To increase the PWM modula-  
tion frequency, each modulation cycle is subdivided into  
two or four individual modulation subsections, known as  
the 7+1 mode or 6+2 mode respectively. The required  
mode and the on/off control for the PWM is selected us-  
ing the CTRL0 register. Note that when using the PWM,  
it is only necessary to write the required value into the  
PWM register and select the required mode setup and  
on/off control using the CTRL0 register, the subdivision  
of the waveform into its sub-modulation cycles is imple-  
mented automatically within the microcontroller hard-  
ware. For all devices, the PWM clock source is the  
6+2 PWM Mode  
Each full PWM cycle, as it is controlled by an 8-bit PWM  
register, has 256 clock periods. However, in the 6+2  
PWM mode, each PWM cycle is subdivided into four in-  
dividual sub-cycles known as modulation cycle 0 ~ mod-  
ulation cycle 3, denoted as i in the table. Each one of  
these four sub-cycles contains 64 clock cycles. In this  
mode, a modulation frequency increase of four is  
achieved. The 8-bit PWM register value, which repre-  
sents the overall duty cycle of the PWM waveform, is di-  
vided into two groups. The first group which consists of  
bit2~bit7 is denoted here as the DC value. The second  
group which consists of bit0~bit1 is known as the AC  
value. In the 6+2 PWM mode, the duty cycle value of  
each of the four modulation sub-cycles is shown in the  
following table.  
system clock fSYS  
.
This method of dividing the original modulation cycle  
into a further 2 or 4 sub-cycles enable the generation of  
higher PWM frequencies which allow a wider range of  
applications to be served. As long as the periods of the  
generated PWM pulses are less than the time constants  
of the load, the PWM output will be suitable as such long  
time constant loads will average out the pulses of the  
PWM output. The difference between what is known as  
the PWM cycle frequency and the PWM modulation fre-  
quency should be understood. As the PWM clock is the  
system clock, fSYS, and as the PWM value is 8-bits wide,  
the overall PWM cycle frequency is fSYS/256. However,  
when in the 7+1 mode of operation the PWM modulation  
frequency will be fSYS/128, while the PWM modulation  
DC  
Parameter  
AC (0~3)  
i<AC  
(Duty Cycle)  
DC+1  
64  
Modulation cycle i  
(i=0~3)  
DC  
64  
i³AC  
6+2 Mode Modulation Cycle Values  
The following diagram illustrates the waveforms associ-  
ated with the 6+2 mode of PWM operation. It is impor-  
tant to note how the single PWM cycle is subdivided into  
4 individual modulation cycles, numbered from 0~3 and  
how the AC value is related to the PWM value.  
S
Y
S
[
P
W
M
]
=
1
0
0
P
W
M
2
5
/
6
4
2
5
/
6
4
2
5
/
6
4
2
5
/
6
4
2
2
2
2
5
6
6
6
/
/
/
/
6
6
6
6
4
4
4
4
[
P
W
M
]
=
1
0
1
P
W
M
2
2
2
6
6
6
/
/
/
6
6
6
4
4
4
2
5
/
6
4
2
5
/
6
4
2
5
/
6
4
[
P
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M
]
=
1
0
2
P
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M
2
6
/
6
4
2
5
/
6
4
2
5
/
6
4
[
P
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M
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=
1
0
3
P
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M
2
6
/
6
4
2
6
/
6
4
2
5
/
6
4
P
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m
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:
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0
M
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M
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3
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0
P
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:
2
5
6
/
f
6+2 PWM Mode  
Rev. 1.00  
24  
September 21, 2007  
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