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User Guide - Eurotherm Ltda

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nanodac RECORDER/CONTROLLER: USER GUIDEParameter path Description Type Hex Dec Resolution<strong>User</strong>Lin.1.Y2 <strong>User</strong> linearisation table 1 ‘Y’ value 2 float32 2904 10500 2dp<strong>User</strong>Lin.1.Y3 <strong>User</strong> linearisation table 1 ‘Y’ value 3 float32 2906 10502 2dp<strong>User</strong>Lin.1.Y4 <strong>User</strong> linearisation table 1 ‘Y’ value 4 float32 2908 10504 2dp<strong>User</strong>Lin.1.Y5 <strong>User</strong> linearisation table 1 ‘Y’ value 5 float32 290a 10506 2dp<strong>User</strong>Lin.1.Y6 <strong>User</strong> linearisation table 1 ‘Y’ value 6 float32 290c 10508 2dp<strong>User</strong>Lin.1.Y7 <strong>User</strong> linearisation table 1 ‘Y’ value 7 float32 290e 10510 2dp<strong>User</strong>Lin.1.Y8 <strong>User</strong> linearisation table 1 ‘Y’ value 8 float32 2910 10512 2dp<strong>User</strong>Lin.1.Y9 <strong>User</strong> linearisation table 1 ‘Y’ value 9 float32 2912 10514 2dp<strong>User</strong>Lin.1.Y10 <strong>User</strong> linearisation table 1 ‘Y’ value 10 float32 2914 10516 2dp<strong>User</strong>Lin.1.Y11 <strong>User</strong> linearisation table 1 ‘Y’ value 11 float32 2916 10518 2dp<strong>User</strong>Lin.1.Y12 <strong>User</strong> linearisation table 1 ‘Y’ value 12 float32 2918 10520 2dp<strong>User</strong>Lin.1.Y13 <strong>User</strong> linearisation table 1 ‘Y’ value 13 float32 291a 10522 2dp<strong>User</strong>Lin.1.Y14 <strong>User</strong> linearisation table 1 ‘Y’ value 14 float32 291c 10524 2dp<strong>User</strong>Lin.1.Y15 <strong>User</strong> linearisation table 1 ‘Y’ value 15 float32 291e 10526 2dp<strong>User</strong>Lin.1.Y16 <strong>User</strong> linearisation table 1 ‘Y’ value 16 float32 2920 10528 2dp<strong>User</strong>Lin.1.Y17 <strong>User</strong> linearisation table 1 ‘Y’ value 17 float32 2922 10530 2dp<strong>User</strong>Lin.1.Y18 <strong>User</strong> linearisation table 1 ‘Y’ value 18 float32 2924 10532 2dp<strong>User</strong>Lin.1.Y19 <strong>User</strong> linearisation table 1 ‘Y’ value 19 float32 2926 10534 2dp<strong>User</strong>Lin.1.Y20 <strong>User</strong> linearisation table 1 ‘Y’ value 20 float32 2928 10536 2dp<strong>User</strong>Lin.1.Y21 <strong>User</strong> linearisation table 1 ‘Y’ value 21 float32 292a 10538 2dp<strong>User</strong>Lin.1.Y22 <strong>User</strong> linearisation table 1 ‘Y’ value 22 float32 292c 10540 2dp<strong>User</strong>Lin.1.Y23 <strong>User</strong> linearisation table 1 ‘Y’ value 23 float32 292e 10542 2dp<strong>User</strong>Lin.1.Y24 <strong>User</strong> linearisation table 1 ‘Y’ value 24 float32 2930 10544 2dp<strong>User</strong>Lin.1.Y25 <strong>User</strong> linearisation table 1 ‘Y’ value 25 float32 2932 10546 2dp<strong>User</strong>Lin.1.Y26 <strong>User</strong> linearisation table 1 ‘Y’ value 26 float32 2934 10548 2dp<strong>User</strong>Lin.1.Y27 <strong>User</strong> linearisation table 1 ‘Y’ value 27 float32 2936 10550 2dp<strong>User</strong>Lin.1.Y28 <strong>User</strong> linearisation table 1 ‘Y’ value 28 float32 2938 10552 2dp<strong>User</strong>Lin.1.Y29 <strong>User</strong> linearisation table 1 ‘Y’ value 29 float32 293a 10554 2dp<strong>User</strong>Lin.1.Y30 <strong>User</strong> linearisation table 1 ‘Y’ value 30 float32 293c 10556 2dp<strong>User</strong>Lin.1.Y31 <strong>User</strong> linearisation table 1 ‘Y’ value 31 float32 293e 10558 2dp<strong>User</strong>Lin.1.Y32 <strong>User</strong> linearisation table 1 ‘Y’ value 32 float32 2940 10560 2dp<strong>User</strong>Lin.2.NumberOfBreakpoints Number of points in user linearisation table 2 uint8 29c0 10688 Not applicable<strong>User</strong>Lin.2.X1 <strong>User</strong> linearisation table 2 ‘X’ value 1 float32 29c1 10689 2dp<strong>User</strong>Lin.2.X2 <strong>User</strong> linearisation table 2 ‘X’ value 2 float32 29c3 10691 2dp<strong>User</strong>Lin.2.X3 <strong>User</strong> linearisation table 2 ‘X’ value 3 float32 29c5 10693 2dp<strong>User</strong>Lin.2.X4 <strong>User</strong> linearisation table 2 ‘X’ value 4 float32 29c7 10695 2dp<strong>User</strong>Lin.2.X5 <strong>User</strong> linearisation table 2 ‘X’ value 5 float32 29c9 10697 2dp<strong>User</strong>Lin.2.X6 <strong>User</strong> linearisation table 2 ‘X’ value 6 float32 29cb 10699 2dp<strong>User</strong>Lin.2.X7 <strong>User</strong> linearisation table 2 ‘X’ value 7 float32 29cd 10701 2dp<strong>User</strong>Lin.2.X8 <strong>User</strong> linearisation table 2 ‘X’ value 8 float32 29cf 10703 2dp<strong>User</strong>Lin.2.X9 <strong>User</strong> linearisation table 2 ‘X’ value 9 float32 29d1 10705 2dp<strong>User</strong>Lin.2.X10 <strong>User</strong> linearisation table 2 ‘X’ value 10 float32 29d3 10707 2dp<strong>User</strong>Lin.2.X11 <strong>User</strong> linearisation table 2 ‘X’ value 11 float32 29d5 10709 2dp<strong>User</strong>Lin.2.X12 <strong>User</strong> linearisation table 2 ‘X’ value 12 float32 29d7 10711 2dp<strong>User</strong>Lin.2.X13 <strong>User</strong> linearisation table 2 ‘X’ value 13 float32 29d9 10713 2dp<strong>User</strong>Lin.2.X14 <strong>User</strong> linearisation table 2 ‘X’ value 14 float32 29db 10715 2dp<strong>User</strong>Lin.2.X15 <strong>User</strong> linearisation table 2 ‘X’ value 15 float32 29dd 10717 2dp<strong>User</strong>Lin.2.X16 <strong>User</strong> linearisation table 2 ‘X’ value 16 float32 29df 10719 2dp<strong>User</strong>Lin.2.X17 <strong>User</strong> linearisation table 2 ‘X’ value 17 float32 29e1 10721 2dp<strong>User</strong>Lin.2.X18 <strong>User</strong> linearisation table 2 ‘X’ value 18 float32 29e3 10723 2dp<strong>User</strong>Lin.2.X19 <strong>User</strong> linearisation table 2 ‘X’ value 19 float32 29e5 10725 2dp<strong>User</strong>Lin.2.X20 <strong>User</strong> linearisation table 2 ‘X’ value 20 float32 29e7 10727 2dp<strong>User</strong>Lin.2.X21 <strong>User</strong> linearisation table 2 ‘X’ value 21 float32 29e9 10729 2dp<strong>User</strong>Lin.2.X22 <strong>User</strong> linearisation table 2 ‘X’ value 22 float32 29eb 10731 2dp<strong>User</strong>Lin.2.X23 <strong>User</strong> linearisation table 2 ‘X’ value 23 float32 29ed 10733 2dp<strong>User</strong>Lin.2.X24 <strong>User</strong> linearisation table 2 ‘X’ value 24 float32 29ef 10735 2dp<strong>User</strong>Lin.2.X25 <strong>User</strong> linearisation table 2 ‘X’ value 25 float32 29f1 10737 2dp<strong>User</strong>Lin.2.X26 <strong>User</strong> linearisation table 2 ‘X’ value 26 float32 29f3 10739 2dp<strong>User</strong>Lin.2.X27 <strong>User</strong> linearisation table 2 ‘X’ value 27 float32 29f5 10741 2dp<strong>User</strong>Lin.2.X28 <strong>User</strong> linearisation table 2 ‘X’ value 28 float32 29f7 10743 2dp<strong>User</strong>Lin.2.X29 <strong>User</strong> linearisation table 2 ‘X’ value 29 float32 29f9 10745 2dp<strong>User</strong>Lin.2.X30 <strong>User</strong> linearisation table 2 ‘X’ value 30 float32 29fb 10747 2dp<strong>User</strong>Lin.2.X31 <strong>User</strong> linearisation table 2 ‘X’ value 31 float32 29fd 10749 2dp<strong>User</strong>Lin.2.X32 <strong>User</strong> linearisation table 2 ‘X’ value 32 float32 29ff 10751 2dp<strong>User</strong>Lin.2.Y1 <strong>User</strong> linearisation table 2 ‘Y’ value 1 float32 29c2 10690 2dp<strong>User</strong>Lin.2.Y2 <strong>User</strong> linearisation table 4 ‘Y’ value 2 float32 29c4 10692 2dp<strong>User</strong>Lin.2.Y3 <strong>User</strong> linearisation table 4 ‘Y’ value 3 float32 29c6 10694 2dp<strong>User</strong>Lin.2.Y4 <strong>User</strong> linearisation table 4 ‘Y’ value 4 float32 29c8 10696 2dp<strong>User</strong>Lin.2.Y5 <strong>User</strong> linearisation table 4 ‘Y’ value 5 float32 29ca 10698 2dp<strong>User</strong>Lin.2.Y6 <strong>User</strong> linearisation table 4 ‘Y’ value 6 float32 29cc 10700 2dp<strong>User</strong>Lin.2.Y7 <strong>User</strong> linearisation table 4 ‘Y’ value 7 float32 29ce 10702 2dp<strong>User</strong>Lin.2.Y8 <strong>User</strong> linearisation table 4 ‘Y’ value 8 float32 29d0 10704 2dp<strong>User</strong>Lin.2.Y9 <strong>User</strong> linearisation table 4 ‘Y’ value 9 float32 29d2 10706 2dp<strong>User</strong>Lin.2.Y10 <strong>User</strong> linearisation table 4 ‘Y’ value 10 float32 29d4 10708 2dp<strong>User</strong>Lin.2.Y11 <strong>User</strong> linearisation table 4 ‘Y’ value 11 float32 29d6 10710 2dp<strong>User</strong>Lin.2.Y12 <strong>User</strong> linearisation table 4 ‘Y’ value 12 float32 29d8 10712 2dp<strong>User</strong>Lin.2.Y13 <strong>User</strong> linearisation table 4 ‘Y’ value 13 float32 29da 10714 2dp<strong>User</strong>Lin.2.Y14 <strong>User</strong> linearisation table 4 ‘Y’ value 14 float32 29dc 10716 2dp<strong>User</strong>Lin.2.Y15 <strong>User</strong> linearisation table 4 ‘Y’ value 15 float32 29de 10718 2dp<strong>User</strong>Lin.2.Y16 <strong>User</strong> linearisation table 4 ‘Y’ value 16 float32 29e0 10720 2dpPage 235HA030554Issue 7 Nov 12

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