I am trying to print coordinate outputs of a program to a text file in order to use it in another program but I don't really know anything about GWBASIC and its my first time using MS-DOS. I need it to open a text file named plot.txt and print output there and save it without actually plotting on GWBASIC. Here is the program which I found in an old magazine.
810 REM MAKE A GLOBULAR
12 REM
14 R0=20: R2=R0*R0: R3=R2*R0
16 P1=3.14159265#
18 C0=P1*P1*R3/4
20 R1=R0/SQR(2)
22 XM=512: YM=512
24 X2=XM/2: Y2=YM/2: S=5
26 INPUT "HOW MANY STARS ";T
27 RANDOMIZE TIMER
28 CLS: REM CLEAR SCREEN
30 FOR I=1 TO T
32 C=C0*RND: R=R1
34 REM
36 REM NOW FIND R
38 FOR K=1 TO 5
40 GOSUB 100
42 R=R+(C-C1)/D
44 NEXT K
46 REM 3-DIMENSIONAL PLACE
48 X=RND-.5
50 Y=RND-.5
52 Z=RND-.5
54 S1=SQR(X*X+Y*Y+Z*Z)
56 IF S1>.5 THEN GOTO 48
58 REM POINT IS NOW IN SPHERE
60 R=R*S1: X=X*R: Y=Y*R: Z=Z*R
62 GOSUB 200
64 NEXT I
66 END
68 REM
100 REM NEWTON-RAPHSON ITERATION
105 A=R/R0
110 C1=ATN(A)*.5*R3
115 A=1+A*A
120 C1=C1+R*.5*R2/A
125 C1=P1*(C1-R*R2/(A*A))
130 D=4*P1*R*R/(A*A*A)
135 RETURN
140 REM
200 REM 2-DIMENSIONAL PLOT
203 SCREEN 9
205 X=X*S+X2: Y=Y*S+Y2
210 IF X<0 OR Y<0 THEN 225
215 IF X>=XM OR Y>=YM THEN 225
220 PSET(X,Y)
225 RETURN
230 REM ------------------------
240 REM APPEARED IN ASTRONOMICAL
250 REM COMPUTING, SKY & TELE-
260 REM SCOPE, APRIL, 1986
270 REM ------------------------
Here is a Python 3 paraphrase:
I skipped the part about printing
x
andy
and instead wrote a functionmakeStars
to return a list of(x,y,z)
tuples, as well as a related function which takes such an output and sends it to a text file. This last function is the only thing that used Python 3 instead of Python 2. If you are using Python 2 you can import Python 3's print function from the future.Typing
starsToFile(100,'stars.txt')
in the Python shell gave me a text file which begins:I don't have good 3-d scatter-plot graphing at my finger tips, but here is a screen shot of 50 points generated by the function and plotted using a computer algebra system called Derive:
Final remark: I wonder if there is a typo in the source code. The line
strikes me as suspicious since it is fairly rare in mathematics for
pi
to appear squared -- though it does happen. Maybe there should be only 1 factor ofpi
there (which would then have the effect of settingC0
proportional to the volume of the sphere of radiusR0
). On the other hand, I don't know exactly what is happening here, so I left it in. If the results seem problematic, you could maybe experiment with that line.