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AS5245HQFT Scheda tecnica(PDF) 19 Page - ams AG

Il numero della parte AS5245HQFT
Spiegazioni elettronici  Programmable 360쨘 Magnetic Angle Encoder with Absolute SSI and PWM Output
PDF  31 Pages
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Produttore elettronici  AMSCO [ams AG]
Homepage  http://www.ams.com
Logo AMSCO - ams AG

AS5245HQFT Scheda tecnica(HTML) 19 Page - ams AG

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Revision 1.5
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AS5245
Data Sheet - A p p l i c a t i o n I n f o r m a t i o n
9.1.4 OTP Default Setting
The AS5245 can also be operated without programming. The default, un-programmed setting is:
- Output Md0, Output MD1: 00= Default mode
- Z0 to Z11: 00 = no programmed zero position
- CCW: 0 = clockwise operation
- RA4 to RA0:0 = no OTP bit is selected
- MagCompEN: 1 = The green / yellow mode is enabled.
9.1.5 Redundancy
For a better programming reliability, a redundancy is implemented. This function can be used in cases where the programming of one bit fails.
With an address RA(4:0), one bit can be selected and programmed.
9.1.6 Redundant Programming Option
In addition to the regular programming, a redundant programming option is available. This option allows that one selectable OTP bit can be set
to “1” (programmed state) by writing the location of that bit into a 5-bit address decoder. This address can be stored in bits RA4…RA0 in the OTP
user settings.
Example: setting RA4…0 to “00001” will select bit 51 = PWhalfEN_Indexwidth, “00010” selects bit 50 = MagCompEN, “10010” selects bit 34
=CCW, etc.
Table 13. Redundancy Addressing
Address
Z0
Z1
Z2
Z3
Z4
Z5
Z6
Z7
Z8
Z9
Z10
Z11
CCW
00000
00000
0000
00000
000
0
00001
1
0000
0000
00000
000
0
00010
0
1
000
0000
00000
000
0
00011
0
0
1
00
0000
00000
000
0
00100
0
0
0
1
0
0000
00000
000
0
00101
0000
1
0000
00000
000
0
00110
00000
1
000
00000
000
0
00111
00000
0
1
00
00000
000
0
01000
00000
00
1
0
00000
000
0
01001
00000
000
1
00000
000
0
01010
00000
0000
1
0000
000
0
01011
00000
0000
0
1
000
000
0
01100
00000
0000
00
1
00
000
0
01101
00000
0000
000
1
0
000
0
01110
00000
0000
0000
1
000
0
01111
00000
0000
00000
1
00
0
10000
00000
0000
00000
0
1
00
10001
00000
0000
00000
00
1
0
10010
00000
0000
00000
000
1
10101
11111
1111
11111
111
1



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