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- 10 REM PROGRAM SURFGEN GENERATES VALUES OF A FUNCTION OF TWO VARIABLES.
- 20 REM THE PROGRAM WRITES THE VALUES ALONG WITH PLOT COMMANDS TO A FILE
- 30 REM NAMED SURFDATA.PLT; THE VALUES ARE THEN PLOTTED BY USING THE SHELL
- 40 REM COMMAND TO RUN THE SPLOT PROGRAM.
- 50 REM
- 60 REM COPYRIGHT 1988, 1989 BY WILLIAM G. HOOD
- 70 REM
- 80 REM WARNING: DO NOT RENUMBER!
- 90 REM
- 100 CLS: KEY OFF
- 105 DIM Z.(201), X.(201)
- 110 PRINT"This program plots a function of two variables defined by a"
- 120 PRINT"subroutine which follows the main program. The subroutine must"
- 130 PRINT"set dependent variable Y equal to a function evaluated at the"
- 140 PRINT"current value of the independent variables X and Z."
- 150 PRINT
- 160 INPUT"Do you want to see current function (N/Y)"; A$: A$=LEFT$(A$,1)
- 170 IF A$="Y" OR A$="y" THEN CLS: LIST 1000-1999: END
- 180 REM
- 190 OPEN "SURFDATA.PLT" FOR OUTPUT AS #2
- 200 PRINT: LINE INPUT"Title? "; TITLE$: PRINT#2,"TITLE "+TITLE$
- 205 PRINT: LINE INPUT"Z-Axis Label? ";LZ$: PRINT#2,"ZLABEL "+LZ$
- 215 LINE INPUT"X-Axis Label? ";LX$: PRINT#2,"XLABEL "+LX$
- 220 LINE INPUT"Y-Axis Label? ";LY$: PRINT#2,"YLABEL "+LY$
- 222 PRINT: INPUT"Log Z-Axis (N/Y)"; A$: A$=LEFT$(A$,1)
- 224 IF A$="Y" OR A$="y" THEN PRINT#2,"LOGZ"
- 230 INPUT"Log X-Axis (N/Y)"; A$: A$=LEFT$(A$,1)
- 240 IF A$="Y" OR A$="y" THEN PRINT#2,"LOGX"
- 250 INPUT"Log Y-Axis (N/Y)"; A$: A$=LEFT$(A$,1)
- 260 IF A$="Y" OR A$="y" THEN PRINT#2,"LOGY"
- 290 REM
- 300 PRINT: PRINT"Enter initial value, final value & step size of ";
- 305 PRINT"independent variable Z"
- 310 INPUT V$: IF V$ <> "" GOTO 320
- 315 INPUT"Initial Value, Final Value, Step Size"; V$: IF V$="" GOTO 315
- 320 P=1: GOSUB 680: ZI. = V: GOSUB 680: ZF. = V: GOSUB 680: ZS. = V
- 325 IF ZS. <= 0 THEN PRINT"ERROR: INVALID STEP SIZE": GOTO 315
- 330 NZ. = INT( (ZF.-ZI.)/ZS. + 1.5 )
- 335 IF NZ. < 2 THEN PRINT"ERROR: INVALID RANGE": GOTO 315
- 340 IF NZ. > 201 THEN PRINT"ERROR: TOO MANY POINTS - MAX OF 201": GOTO 315
- 350 PRINT: PRINT"Enter initial value, final value & step size of ";
- 355 PRINT"independent variable X"
- 360 INPUT V$: IF V$ <> "" GOTO 370
- 365 INPUT"Initial Value, Final Value, Step Size"; V$: IF V$="" GOTO 365
- 370 P=1: GOSUB 680: XI. = V: GOSUB 680: XF. = V: GOSUB 680: XS. = V
- 375 IF XS. <= 0 THEN PRINT"ERROR: INVALID STEP SIZE": GOTO 365
- 380 NX. = INT( (XF.-XI.)/XS. + 1.5 )
- 385 IF NX. < 2 THEN PRINT"ERROR: INVALID RANGE": GOTO 365
- 390 IF NX. > 201 THEN PRINT"ERROR: TOO MANY POINTS - MAX OF 201": GOTO 365
- 395 REM
- 470 PRINT:PRINT"Calculating ... Please wait ..."
- 475 PRINT#2,"READZ ";NZ.
- 480 FOR I.=1 TO NX. : X.(I.) = XI. + (I.-1)*XS. : NEXT I.
- 482 FOR I.=1 TO NZ. : Z.(I.) = ZI. + (I.-1)*ZS. : PRINT#2, Z.(I.) : NEXT I.
- 484 PRINT#2,"READTAB ";NZ.;" ";NX.
- 490 FOR I.=1 TO NX.
- 500 X = X.(I.)
- 505 PRINT#2, X.(I.);
- 510 FOR J.=1 TO NZ.
- 512 Z = Z.(J.): GOSUB 1100: PRINT#2," ";Y;
- 514 IF ( J. AND 3 ) = 0 OR J. = NZ. THEN PRINT#2,""
- 516 NEXT J.
- 520 NEXT I.
- 545 PRINT#2,"PLOT3D"; : IF NZ. > 20 THEN PRINT#2," SURFACE";
- 546 PRINT#2,"" : PRINT#2,"KEYBOARD"
- 550 CLOSE#2
- 560 REM
- 570 PRINT:PRINT"Press the ENTER key to display the plot";
- 580 PRINT" - press the ESC key to clear the plot."
- 590 A$=INKEY$: IF A$<>"" GOTO 590
- 600 A$=INKEY$: IF A$="" GOTO 600
- 610 IF ASC(A$)<>13 GOTO 600
- 620 SHELL( "SPLOT SURFDATA.PLT" )
- 630 END
- 670 REM EXTRACTS V FROM V$ STARTING AT POSITION P
- 680 P2=LEN(V$)
- 690 IF MID$(V$,P,1)=" " AND P<=P2 THEN P=P+1: GOTO 690
- 700 P0=P: IF P0>P2 THEN V=0: RETURN
- 710 IF MID$(V$,P,1)<>" " AND P<=P2 THEN P=P+1: GOTO 710
- 720 V = VAL( MID$( V$, P0, P-P0 ) )
- 730 RETURN
- 1000 REM
- 1010 REM NOTE: To avoid conflict with main program variables,
- 1020 REM do not use variable names that contain a period.
- 1030 REM
- 1100 REM Subroutine must set variable Y = function(X,Z) after this line #
- 1110 REM Insert here GOTO 1210 to plot another functions
- 1120 REM Let X and Z vary from -12.5 to 12.5 with a step of .5 or .25
- 1130 R = SQR( X*X + Z*Z ): GOSUB 1160: Y = S
- 1140 RETURN
- 1150 REM S = SINC( R )
- 1160 IF R <> 0 THEN S = SIN(R) / R ELSE S = 1
- 1170 RETURN
- 1200 REM Let X and Z vary from -90 to +90 with a step of 6 or 3
- 1210 R = 9 * SIN( 1.745329E-02 * Z ): GOSUB 1160: YZ = S
- 1220 R = 6 * SIN( 1.745329E-02 * X ): GOSUB 1160: YX = S
- 1230 Y = YZ * YX
- 1240 RETURN