±¾³ÌÐòÓÉÒ»¸öÖ÷³ÌÐòJDºÍÈý¸ö×Ó³ÌÐò£¨JDA¡¢JDB¡¢JDC£©¹¹³É£¬ÔËÐÐʱֻÐèÔËÐÐÖ÷³ÌÐò¼´¿É£¡

±¾³ÌÐòÊÊÓÃÓÚµ¥½»µã¶Ô³ÆÐÍ¡¢²»¶Ô³ÆÐÍ¡¢ÎÞ»ººÍÇúÏßµ¥Ô²ÇúÏßÐÍÒ»¸ö½»µã·¶Î§ÄÚ£¨º¬½»µãÇ°ºóÓÐÖ±Ï߶Îʱ£©µÄÇúÏßÒªËغ˶ԺÍ×ø±ê¼ÆË㣬ÊÖ¹¤ÊäÈëÒªËØ£¬¶ÔÉè¼ÆͼֽµÄ¡°Ö±Ïß¡¢ÇúÏßת½Ç±í¡±Öн»µãÊý¾Ý½øÐи´ºËÑéÖ¤£¬²¢ÎªÏßÔª·¨³ÌÐòÌṩÆðµã×ø±êÆðµãÇÐÏß·½Î»½ÇµÈÊý¾Ý£¡µ±È»±¾³ÌÐòÒ²¿Éµ¥¶ÀÖð½»µãÊäÈë½øÐзÅÑù¼ÆËãÓ㡼øÓÚ5800¼ÆËãÆ÷µÄ¿Õ¼äºÍÒÔÉÏËùÊö±¾³ÌÐòµÄÖ÷ҪĿµÄ£¬¹Ê´Ë³ÌÐò²»ÐÞ¸ÄΪÊý¾Ý¿â°æ±¾£¡ÐèÒªµÄ×ÔÐÐÐ޸ĽáºÏXY¿ò¼Ü×Ô¼ºÐÞ¸ÄΪÊý¾Ý¿â·´Ëã³ÌÐòµÈ£¡

Ö÷³ÌÐòÃû£ºJD

24¡úDimz?

Cls :£¢XC£¢?U :£¢YC£¢?V :£¢K£¨JD£©£¢?K :£¢X£¨JD£©£¢?X :

£¢Y£¨JD£©£¢?Y :£¢LS1£¢?B :£¢LS2£¢?C : ?R :

£¢£¨ZH£©FWJ¡ã£¢?M : £¢¦Á£¨Z-,Y+£©¡ã£¢?O : M+O¡úN :

Prog £¢JDA£¢?

Cls :£¢T1=£¢:£¢T2=£¢:£¢L=£¢:£¢LY=£¢: Locate 4,1,S : Locate 4,2,T : Locate 4,3,L : Locate 4,4,Q?

Cls :£¢E=£¢:£¢K£¨ZH£©=£¢: Locate 7,1,E : Locate 7,2,Z[1]?

Cls : £¢K£¨HY£©=£¢:£¢K£¨QZ£©=£¢:£¢K£¨YH£©=£¢:£¢K£¨HZ£©=£¢: Locate 7,1, Z[2] : Locate 7,2, Z[3] : Locate 7,3, Z[4] : Locate 7,4, Z[5]?

LbI0: £¢K¡Á+¡Á¡Á¡Á£¢?P : £¢Z£¢?D : If D¡Ù0:Then £¢RJ£¢?H : IfEnd : Prog £¢JDB£¢?

If D£¼0:Then Cls : £¢X(L)=£¢:£¢Y(L)=£¢: Locate 6,1,F : Locate 6,2,G?

Pol(F-U,G-V : Cls : £¢S(L)=£¢: Locate 6,1,I : £¢F(L)=£¢:

360Frac((J+360)¡Â360?DMS?

Goto0: IfEnd?

If D=0:Then Cls : £¢X(Z)=£¢:£¢Y(Z)=£¢: Locate 6,1,F : Locate 6,2,G : £¢QXFWJ(Z)=£¢: Z?DMS?

Pol(F-U,G-V : Cls : £¢S(Z)=£¢: Locate 6,1,I : £¢F(Z)=£¢:

360Frac((J+360)¡Â360?DMS?

Goto0: IfEnd?

If D£¾0:Then Cls : £¢X(R)=£¢:£¢Y(R)=£¢: Locate 6,1,F : Locate 6,2,G?

Pol(F-U,G-V : Cls : £¢S(R)=£¢: Locate 6,1,I : £¢F(R)=£¢:

360Frac((J+360)¡Â360?DMS?

Goto0: IfEnd?

×Ó³ÌÐò1Ãû£º JDA

If O£¼0:Then
-1¡úW : Else 1¡úW : IfEnd : WO¡úA ?

B2
¡Â24¡ÂR B^(4)¡Â2688¡ÂR ^(3) ¡úZ[6] ?

C2
¡Â24¡ÂR C^(4)¡Â2688¡ÂR ^(3) ¡úZ[7] ?

B¡Â2 B^(3)¡Â240¡ÂR2 ¡úZ[8] ?

C¡Â2 C^(3)¡Â240¡ÂR2 ¡úZ[9] ?

Z[8]+((R+Z[7]-(R+Z[6])cos(A))¡Âsin(A))¡úS?

Z[9]+((R+Z[6]-(R+Z[7])cos(A))¡Âsin(A))¡úT?

RA¦Ð¡Â180+(B+C) ¡Â2¡úL?

RA¦Ð¡Â180-(B+C) ¡Â2¡úQ?

(R+(Z[6]+Z[7])¡Â2)¡Âcos(A¡Â2)-R¡úE?

K-S¡úZ[1] ??

Z[1]+B¡úZ[2] ??

Z[2]+Q¡Â2¡úZ[3]?

Z[1]+L-C¡úZ[4]?

Z[4]+C¡úZ[5]?

×Ó³ÌÐò2Ãû£º JDB

X-Scos(M)¡úZ[19]:

Y-Ssin(M)¡úZ[20]?

X+Tcos(N)¡úZ[21]:

Y+Tsin(N)¡úZ[22]?

If P£¾Z[1]:Then Goto 1 :IfEnd?

Z[1]-P¡úL?

X-(S+L)cos(M)+Dcos(Z+H)¡úF?

Y-(S+L)sin(M)+Dsin(Z+H)¡úG?

M¡úZ : Goto 5?

LbI 1 : If P£¾Z[2]:Then Goto 2 :IfEnd?

P-Z[1]¡úL:L¡úZ[12]:B¡úZ[13]:Prog£¢JDC£¢?

Z[19]+Z[14]cos(M)-WZ[15]sin(M)+Dcos(Z+H)¡úF?

Z[20]+Z[14]sin(M)+WZ[15]cos(M)+Dsin(Z+H)¡úG?

M+90WL2 ¡Â(BR¦Ð)¡úZ?

Goto 5?

LbI 2 : If P£¾Z[4]:Then Goto 3 :IfEnd?

P-Z[1]¡úL:90(2L-B)¡ÂR¡Â¦Ð¡úZ[11]?

Rsin(Z[11])+Z[8]¡úZ[14]:R(1-cos(Z[11]))+Z[6]¡úZ[15]?

Z[19]+Z[14]cos(M)-WZ[15]sin(M)+Dcos(Z+H)¡úF?

Z[20]+Z[14]sin(M)+WZ[15]cos(M)+Dsin(Z+H)¡úG?

M+WZ[11]¡úZ?

Goto 5?

LbI 3 : If P£¾Z[5]:Then Goto 4 :IfEnd?

Z[5]-P¡úL:L¡úZ[12]:C¡úZ[13]:Prog£¢JDC£¢?

Z[21]-Z[14]cos(N)-WZ[15]sin(N)+Dcos(Z+H)¡úF?

Z[22]-Z[14]sin(N)+WZ[15]cos(N)+Dsin(Z+H)¡úG?

N-90WL2 ¡Â(CR¦Ð)¡úZ?

Goto 5?

LbI 4 : P-Z[5]¡úL?

X+(T+L)cos(N)+Dcos(Z+H)¡úF?

Y+(T+L)sin(N)+Dsin(Z+H)¡úG?

N¡úZ?

Goto 5?

LbI 5 : 360Frac((Z+360)¡Â360¡úZ?

×Ó³ÌÐò3Ãû£º JDC

If Z[12]=0:Then0¡úZ[14]:0¡úZ[15]:Else?

Z[12]- Z[12]^(5)¡Â40¡Â(RZ[13])2+ Z[12]^(9)¡Â3456¡Â(RZ[13])^(4) ¡úZ[14]?

Z[12]^(3)¡Â6¡Â(RZ[13])-Z[12]^(7)¡Â336¡Â(RZ[13])^(3)+ Z[12]^(11) ¡Â42240¡Â(RZ[13])^(5)¡úZ[15] ?

IfEnd?

³ÌÐò˵Ã÷£º

ÒÑÖªÊý¾ÝÊäÈ룺

XC ? ²âÕ¾X×ø±ê

YC ? ²âÕ¾Y×ø±ê

K£¨JD£©?½»µã×®ºÅ

X£¨JD£©?½»µãX×ø±ê

Y£¨JD£©?½»µãY×ø±ê

LS1
?µÚÒ»»ººÍÇúÏß³¤¶È

LS2
?µÚ¶þ»ººÍÇúÏß³¤¶È
R
? Ô²ÇúÏ߰뾶

£¨ZH£©FWJ¡ã?½»µãÇ°£¨¼´Ç°½»µãÖÁ±¾½»µãÒ²¼´ZHµã£©µÄÕýÇÐÏß·½Î»½Ç

¦Á£¨Z-,Y+£©?±¾½»µã´¦Ïß·ת½Ç£¨×óתΪ¸º£¬ÓÒתΪÕý£¬¶È·ÖÃëÊäÈ룩

K¡Á+¡Á¡Á¡Á? ´ýÇó×®ºÅ

Z ?´ýÇó×®ºÅ¾àÖоàÀ루×ó¸ºÖµ£¬ÓÒÕýÖµ£¬ÖÐΪ0£©

RJ ?б½»Óҽǣ¨Ïß·ÇÐÏßÇ°½ø·½ÏòÓë±ß×®ÓÒ²à¼Ð½Ç£©

¼ÆËã½á¹ûÏÔʾ£º

T1=µÚÒ»ÇÐÏß³¤

T2=µÚ¶þÇÐÏß³¤

L=ÇúÏß×ܳ¤

LY=Ô²ÇúÏß³¤

E=ÇúÏßÍâ¾à

K(ZH)=Ö±»ºµã×®ºÅ

K(HY)=»ºÔ²µã×®ºÅ

K(QZ)=ÇúÖеã×®ºÅ

K(YH)=Ô²»ºµã×®ºÅ

K(HZ)=»ºÖ±µã×®ºÅ

X= Y=´ýÇóµãµÄ×ø±ê£¨ÆäÖУºL-×ó Z-ÖÐ R-ÓÒ£©

QXFWJ(Z)=´ýÇóµãµÄÖÐ×®ÇÐÏß·½Î»½Ç£¨µ±ÇóÖÐ×®×ø±êʱÏÔʾ£©

S= F=²âÕ¾ÖÁ´ýÇóµãµÄˮƽ¾àÀë¡¢·½Î»½Ç£¨ÆäÖÐL-×ó Z-ÖÐ R-ÓÒ£©