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EMC2303 데이터시트(PDF) 40 Page - Microchip Technology

부품명 EMC2303
상세설명  Single/Multiple RPM-Based PWM Fan Controller
PDF  70 Pages
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제조업체  MICROCHIP [Microchip Technology]
홈페이지  http://www.microchip.com
Logo MICROCHIP - Microchip Technology

EMC2303 데이터시트(HTML) 40 Page - Microchip Technology

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EMC2301/2/3/5
DS20006532A-page 40
 2021 Microchip Technology Inc.
6.16
PID Gain Register
See Section 4.3.3.2 “Setting the PID Gains”.
bit 4-3
DPTx[1:0]: Derivative Options. Determines what form of derivative will be used in the Fan Speed
Setting calculation (see Section 4.3.3.1 “Selecting the Derivative Options”).
11 = BOTH
10 = STEP
01 = BASIC
00 = NONE
bit 2-1
ERGx[1:0]: Error Window. Determines the range of the error window. When the measured fan speed
is within the programmed error window around the target speed, then the fan drive setting is not
updated. The algorithm will continue to monitor the fan speed and calculate necessary drive set-
ting changes base on the error; however, these changes are ignored (see Section 4.3.1 “Error
Window”). “X” is 1 to 5, depending on device features.
11 = 200 RPM
10 = 100 RPM
01 = 50 RPM
00 = 0 RPM
bit 0
Unimplemented bit, read as ‘0’.
REGISTER 6-14:
FAN CONFIG 2 - FAN CONFIGURATION 2 REGISTERS
(ADDRESSES 33H, 43H, 53H, 63H, 73H) (CONTINUED)
REGISTER 6-15:
GAIN - PIDX GAIN REGISTER (ADDRESSES 35H, 45H, 55H, 65H, 75H)
U-0
U-0
RW-0
RW-0
RW-0
RW-0
RW-0
RW-0
GDEx[1:0]
GINx[1:0]
GPRx[1:0]
bit 7
bit 0
Legend:
R = Readable bit
W = Writable bit
U = Unimplemented bit, read as ‘0’
-n = Value at POR
‘1’ = Bit is set
‘0’ = Bit is cleared
x = Bit is unknown
bit 7-6
Unimplemented bits, read as ‘0’.
bit 5-4
GDEx[1:0]: Derivative Gain, where “x” is 1 to 5, depending on device features. The effective gain
applied to the KD in the PID equation.
11 = 8x
10 = 4x
01 = 2x
00 = 1x
bit 3-2
GINx[1:0]: Integral Gain, where “x” is 1 to 5, depending on device features. The effective gain applied
to the KI in the PID equation.
11 = 8x
10 = 4x
01 = 2x
00 = 1x
bit 1-0
GPRx[1:0]: Proportional Gain, where “x” is 1 to 5, depending on device features. The effective gain
applied to the KP in the PID equation.
11 = 8x
10 = 4x
01 = 2x
00 = 1x



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