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ADIS16488 Datasheet(PDF) 25 Page - Analog Devices

Part # ADIS16488
Description  Ten Degrees of Freedom Inertial Sensor
Download  36 Pages
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Manufacturer  AD [Analog Devices]
Direct Link  http://www.analog.com
Logo AD - Analog Devices

ADIS16488 Datasheet(HTML) 25 Page - Analog Devices

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Data Sheet
ADIS16488
Rev. B | Page 25 of 36
Hard-Iron Correction
Table 84, Table 85, and Table 86 describe the register format
for the hard-iron correction factors: HX, HY, and HZ. These
registers use a twos complement format. Table 87 provides
some numerical examples for converting the digital codes
for these registers into their decimal equivalent.
Table 84. HARD_IRON_X (Page 2, Base Address = 0x28)
Bits
Description (Default = 0x0000)
[15:0]
X-axis magnetometer hard-iron correction factor, HX
Twos complement, ±3.2767 gauss range,
0.1 mgauss/LSB, 0 gauss = 0x0000 (see Table 87)
Table 85. HARD_IRON_Y (Page 2, Base Address = 0x2A)
Bits
Description (Default = 0x0000)
[15:0]
Y-axis magnetometer hard-iron correction factor, HY
Twos complement, ±3.2767 gauss range,
0.1 mgauss/LSB, 0 gauss = 0x0000 (see Table 87)
Table 86. HARD_IRON_Z (Page 2, Base Address = 0x2C)
Bits
Description (Default = 0x0000)
[15:0]
Z-axis magnetometer hard-iron correction factor, Hz
Twos complement, ±3.2767 gauss range,
0.1 mgauss/LSB, 0 gauss = 0x0000 (see Table 87)
Table 87. x_MAGN_OUT Data Format Examples
Magnetic Field
Decimal
Hex
Binary
+3.2767 gauss
+32,767
0x7FFF
0111 1111 1111 1111
+0.2 mgauss
+2
0x0002
0000 0000 0000 0010
+0.1 mgauss
+1
0x0001
0000 0000 0000 0001
0 gauss
0
0x0000
0000 0000 0000 0000
−0.1 mgauss
−1
0xFFFF
1111 1111 1111 1111
−0.2 mgauss
−2
0xFFFE
1111 1111 1111 1110
−3.2768 gauss
−32,768
0x8000
1000 0000 0000 0000
Soft-Iron Correction Matrix
The soft-iron correction matrix contains correction factors for
both sensitivity (S11, S22, S33) and alignment (S12, S13, S21, S23, S31,
S32). The registers that represent each soft-iron correction factor
are in Table 88 (S11), Table 89 (S12), Table 90 (S13), Table 91 (S21),
Table 92 (S22), Table 93 (S23), Table 94 (S31), Table 95 (S32), and
Table 96 (S33). Table 97 offers some numerical examples for
converting between the digital codes and their effect on the
magnetometer output, in terms of percent-change.
Table 88. SOFT_IRON_S11 (Page 2, Base Address = 0x2E)
Bits
Description (Default = 0x0000)
[15:0]
Magnetometer soft-iron correction factor, S11
Twos complement format, see Table 97 for examples
Table 89. SOFT_IRON_S12 (Page 2, Base Address = 0x30)
Bits
Description (Default = 0x0000)
[15:0]
Magnetometer soft-iron correction factor, S12
Twos complement format, see Table 97 for examples
Table 90. SOFT_IRON_S13 (Page 2, Base Address = 0x32)
Bits
Description (Default = 0x0000)
[15:0]
Magnetometer soft-iron correction factor, S13
Twos complement format, see Table 97 for examples
Table 91. SOFT_IRON_S21 (Page 2, Base Address = 0x34)
Bits
Description (Default = 0x0000)
[15:0]
Magnetometer soft-iron correction factor, S21
Twos complement format, see Table 97 for examples
Table 92. SOFT_IRON_S22 (Page 2, Base Address = 0x36)
Bits
Description (Default = 0x0000)
[15:0]
Magnetometer soft-iron correction factor, S22
Twos complement format, see Table 97 for examples
Table 93. SOFT_IRON_S23 (Page 2, Base Address = 0x38)
Bits
Description (Default = 0x0000)
[15:0]
Magnetometer soft-iron correction factor, S23
Twos complement format, see Table 97 for examples
Table 94. SOFT_IRON_S31 (Page 2, Base Address = 0x3A)
Bits
Description (Default = 0x0000)
[15:0]
Magnetometer soft-iron correction factor, S31
Twos complement format, see Table 97 for examples
Table 95. SOFT_IRON_S32 (Page 2, Base Address = 0x3C)
Bits
Description (Default = 0x0000)
[15:0]
Magnetometer soft-iron correction factor, S32
Twos complement format, see Table 97 for examples
Table 96. SOFT_IRON_S33 (Page 2, Base Address = 0x3E)
Bits
Description (Default = 0x0000)
[15:0]
Magnetometer soft-iron correction factor, S33
Twos complement format, see Table 97 for examples
Table 97. Soft Iron Correction, Numerical Examples
Delta (%)
Decimal
Hex
Binary
+100 – 1/216
+32,767
0x7FFF
0111 1111 1111 1111
+200/215
+2
0x0002
0000 0000 0000 0010
+100/215
+1
0x0001
0000 0000 0000 0001
0
0
0x0000
0000 0000 0000 0000
−100/215
−1
0xFFFF
1111 1111 1111 1111
−200/215
−2
0xFFFE
1111 1111 1111 1110
−100
−32,768
0x8000
1000 0000 0000 0000


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