Most of the program listing show HP-97 keys. This table should help HP-67 users translate to HP-67 keys.
I -> 67 nothing 97 I
(i) -> i or (i)
HP-97 |
HP-67 |
Comment |
CLRG |
CL REG |
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D->R |
->R |
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DSP i |
DSP (i) |
Most listings use DSP (i) even though the HP-97 prints DSPi |
DSZ I |
DSZ |
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DSZ i |
DIS (i) |
Most listings use DSZ (i) even though the HP-97 prints DSZi |
F0? |
F? 0 |
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F1? |
F? 1 |
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F2? |
F? 2 |
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F3? |
F? 3 |
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GTO i |
GTO (i) |
Most listings use GTO (i) even though the HP-97 prints GTOi |
GSB i |
GSB (i) |
Most listings use GSB (i) even though the HP-97 prints GSBi |
ISZI |
ISZ |
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ISZ i |
ISZ (i) |
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HMS-> |
H<- |
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Step |
Instructions |
Input Data/Units |
Keys |
Output Data/Units |
1 |
Enter program |
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2 |
Enter equation between steps 4 and 15 inclusive. |
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3 |
Initialize |
1 |
STO 6 |
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Note: This step clears the Last X register |
0 |
x |
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STO 7 |
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4 |
Enter data |
X(init) |
STO 0 |
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Y(init) |
STO 1 |
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5 |
Enter step size (h) divided by 2 |
h |
ENTER 2 ÷ |
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STO 2 |
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6 |
Run |
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f PRGM, R/S |
Y (after advancing X by one h step) |
7 |
Repeat 5 as required (Register values may be inspected between each step, but the last-x register must not be changed) |
y' = 1 - x + 4*y
Add this program fragment to evaluate y' starting at line 4:
04 4 must use Y value found in x register 05 X 06 1 07 + 08 RCL 0 get X 09 - 10 GTO 16 x reg. now contains dy/dx
initialize:
X(init)=0, Y(init)=1.0, h=0.1 (enter 0.05 in reg 2)
result:
after 1st step, Y=1.608 933 333
after 2nd step, Y=2.505 006 151
etc.
LINE KEYS 00 01 RCL 1 02 f LAST x 03 + x reg holds working value of Y Enter equation between steps 04 and 15 inclusive. Use Y from x reg and X from reg 0. Can use registers 3,4,5. If equation uses less than 12 steps, last step must be GTO 16 16 RCL 2 17 x 18 STO + 7 19 x 20 1 21 STO + 6 22 RCL 6 23 f x=y 24 GTO 42 25 2 26 f x=y 27 GTO 39 28 f LAST x 29 STO + 7 30 RCL 6 31 4 32 f x!=y 33 GTO 01 34 STO - 6 35 f LAST x 36 2 37 x 38 x 39 RCL 2 40 STO + 0 41 GTO 01 42 RCL 7 43 3 44 ÷ 45 STO + 1 46 cl x 47 x 48 STO 7 49 RCL 1 display Y
R0 initial X value, working value of X R1 initial Y value, latest Y R2 half step size h/2 R3-R5 free R6 control integer R7 accumulator
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