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HCS12 Datasheet(PDF) 371 Page - Freescale Semiconductor, Inc

Part # HCS12
Description  HCS12 Microcontrollers
PDF  452 Pages
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Manufacturer  FREESCALE [Freescale Semiconductor, Inc]
Direct Link  http://www.freescale.com
Logo FREESCALE - Freescale Semiconductor, Inc

HCS12 Datasheet(HTML) 371 Page - Freescale Semiconductor, Inc

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S12CPUV2 Reference Manual, Rev. 4.0
Freescale Semiconductor
371
Figure 9-13. Endpoint Table Handling
The basic idea is to find the segment of interest, temporarily build a
1-segment table of the correct format on the stack, then use TBL with stack
relative indexed addressing to interpolate. The most difficult part of the
routine is calculating the proportional distance from the beginning of the
segment to the lookup point versus the width of the segment
((XL–XB)/(XE–XB)). With this type of table, this calculation must be done at
run time. In the previous type of table, this proportional term is an inherent
part (the lowest order bits) of the data input to the table.
Some fuzzy theorists have suggested membership functions should be
shaped like normal distribution curves or other mathematical functions. This
may be correct, but the processing requirements to solve for an intercept on
such a function would be unacceptable for most microcontroller-based fuzzy
systems. Such a function could be encoded into a table of one of the
previously described types.
For many common systems, the thing that is most important about
membership function shape is that there is a gradual transition from
non-membership to membership as the system input value approaches the
central range of the membership function.
Examine the human problem of stopping a car at an intersection. Rules such
as “If intersection is close and speed is fast, apply brakes” might be used.
BEGIN
LDY
#TABLE_START-2
;setup initial table pointer
FIND_LOOP
CMPA
2,+Y
;find first Xn > XL
;(auto pre-inc Y by 2)
BLS
FIND_LOOP
;loop if XL .le. Xn
* on fall thru, XB@-2,Y YB@-1,Y XE@0,Y and YE@1,Y
TFR
D,X
;save XL in high half of X
CLRA
;zero upper half of D
LDAB
0,Y
;D = 0:XE
SUBB
-2,Y
;D = 0:(XE-XB)
EXG
D,X
;X = (XE-XB).. D = XL:junk
SUBA
-2,Y
;A = (XL-XB)
EXG
A,D
;D = 0:(XL-XB), uses trick of EXG
FDIV
;X reg = (XL-XB)/(XE-XB)
EXG
D,X
;move fractional result to A:B
EXG
A,B
;byte swap - need result in B
TSTA
;check for rounding
BPL
NO_ROUND
INCB
;round B up by 1
NO_ROUND
LDAA
1,Y
;YE
PSHA
;put on stack for TBL later
LDAA
-1,Y
;YB
PSHA
;now YB@0,SP and YE@1,SP
TBL
2,SP+
;interpolate and deallocate
;stack temps



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