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既 然能将AUTOCAD图形转换数控线切割3B格式,自然能将3B格式转换为AUTOCAD图形,只不过是一个逆向过程罢了!其实这也不要用C++/C#等 语言写程序了,不过用OBJARX是最佳选择,但杀猪何需宰牛刀,就用LISP可以轻而易举搞定!如果诸位需要生成数控线切割3B或ISO等程序,可以找 我,不过是收费的哦!为何要收费?笔者也要生存,现在这世界没有钱什么都行不通! 笔者现在穷得两袖清风了! 就当是施舍施舍吧!闲话少说,下面可是免费的午餐哦!代码有点乱,是许多年前(十五年前)刚学LISP时写的代码!特分享之!

下面为3B格式样例:

B 400        B 0           B 0000400 GX L1
B 0            B 15700   B 0015700 GY L4
B 4600     B 0          B 0004600 GX NR3
B 15700    B 0          B 0015700 GX L1
B 0           B 4600    B 0004600 GY NR4
B 0            B 15700   B 0015700 GY L2
B 4600     B 0          B 0004600 GX NR1
B 15700    B 0           B 0015700 GX L3
B 0            B 4600    B 0004600 GY NR2
B 400        B 0          B 0000400 GX L3
B 0            B 0          B 0       DD

以下为将数控线切割3B代码转换为AUTOCAD图形实体的LISP代码:

(defun c:PUNIN()
    (setvar "cmdecho" 0)
    (setq name(getstring "请输入你需要转换的文件名<*.3b>:"))
    (setq point(getpoint "请输入图形的开始点: "))
    (setq xo (car point) yo (cadr point))
    (setq filename (strcat name ".3b"))
    (setq in(open filename "r"))
   (setq txt(read-line in))
    (while(/= txt nil)
         (setq x (/ (atof (substr txt 3 6)) 1000) y (/ (atof (substr txt 14 6))

1000) j (/ (atof (substr txt 26 6)) 1000) z (substr txt 33 8) )
       (if(OR (= z "GX L1") (= z "GY L1"))
          (progn
            (setq xe (+ xo x) ye (+ yo y) )
            (command "line" (list xo yo) (list xe ye) "")
            (setq xo xe yo ye)
          )
          )
       (if(OR (= z "GX L2") (= z "GY L2"))
          (progn
            (setq xe (- xo x) ye (+ yo y) )
     (command "line" (list xo yo) (list xe ye) "")
     (setq xo xe yo ye)
   )
       )

       (if(OR (= z "GX L3") (= z "GY L3"))
   (progn
     (setq xe (- xo x) ye (- yo y) )
     (command "line" (list xo yo) (list xe ye) "")
     (setq xo xe yo ye)
   )
       )

       (if(OR (= z "GX L4") (= z "GY L4"))
   (progn
     (setq xe (+ xo x) ye (- yo y) )
     (command "line" (list xo yo) (list xe ye) "")
     (setq xo xe yo ye)
   )
       )

;------------------------------------------------------------------
       (if(= z "GX NR1")
   (progn
   (setq cx (- xo x) cy (- yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (- j x) r)
    (setq ex (- cx (- j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (+ cy d))
   )
   ((<= (- j x) (* r 3))
    (setq ex (+ (- cx (* r 2)) (- j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (- cy d))
   )
   ((<= (- j x) (* r 4))
    (setq ex (- (+ cx (* r 4)) (- j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (+ cy d))
   )
    )
    (command "arc" (list xo yo) "c" (list cx cy) (list ex ey))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------

       (if(= z "GY NR1")
   (progn
   (setq cx (- xo x) cy (- yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (+ j y) r)
    (setq ey (+ cy (+ j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (+ cx d))
   )
   ((<= (+ j y) (* r 3))
    (setq ey (- (+ cy (* r 2)) (+ j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (- cx d))
   )
   ((<= (+ j y) (* r 4))
    (setq ey (- (+ cy y j ) (* r 4) ))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (+ cx d))
   )
   ((<= (+ j y) (* r 5))
    (setq ey (- (+ cy y j ) (* r 4) ))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (+ cx d))
   )
    )
    (command "arc" (list xo yo) "c" (list cx cy) (list ex ey))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------

       (if(= z "GX NR2")
   (progn
   (setq cx (+ xo x) cy (- yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (+ x j) r)
    (setq ex (- cx (+ x j)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (+ cy d))
   )
   ((<= (+ x j) (* r 3))
    (setq ex (+ (- cx (* r 2)) (+ x j)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (- cy d))
   )
   ((<= (+ x j) (* r 5))
    (setq ex (+ cx (- (* r 4) (+ x j))))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (+ cy d))
   )
    )
    (command "arc" (list xo yo) "c" (list cx cy) (list ex ey))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------

       (if(= z "GY NR2")
   (progn
   (setq cx (+ xo x) cy (- yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (- j y) r)
    (setq ey (- cy (- j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (- cx d))
   )
   ((<= (- j y) (* r 3))
    (setq ey (+ (- cy (* r 2)) (- j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (+ cx d))
   )
   ((<= (- j y) (* r 4))
    (setq ey (- (+ cy (* r 4)) (- j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (- cx d))
   )
    )
    (command "arc" (list xo yo) "c" (list cx cy) (list ex ey))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------

       (if(= z "GX NR3")
   (progn
   (setq cx (+ xo x) cy (+ yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (- j x) r)
    (setq ex (+ cx (- j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (- cy d))
   )
   ((<= (- j x) (* r 3))
    (setq ex (- (+ cx (* r 2)) (- j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (+ cy d))
   )
   ((<= (- j x) (* r 4))
    (setq ex (+ (- cx (* r 4)) (- j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (- cy d))
   )
    )
    (command "arc" (list xo yo) "c" (list cx cy) (list ex ey))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------
       (if(= z "GY NR3")
   (progn
   (setq cx (+ xo x) cy (+ yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (+ j y) r)
    (setq ey (- cy (+ j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (- cx d))
   )
   ((<= (+ j y) (* r 3))
    (setq ey (+ (- cy (* r 2)) (+ j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (+ cx d))
   )
   ((<= (+ j y) (* r 5))
    (setq ey (- (+ cy (* r 4)) (+ j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (- cx d))
   )
    )
    (command "arc" (list xo yo) "c" (list cx cy) (list ex ey))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------

       (if(= z "GX NR4")
   (progn
   (setq cx (- xo x) cy (+ yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (+ j x) r)
    (setq ex (+ cx (+ j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (- cy d))
   )
   ((<= (+ j x) (* r 3))
    (setq ex (- (+ cx (* r 2)) (+ j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (+ cy d))
   )
   ((<= (+ j x) (* r 5))
    (setq ex (+ (- cx (* r 4)) (+ j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (- cy d))
   )
    )
    (command "arc" (list xo yo) "c" (list cx cy) (list ex ey))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------

       (if(= z "GY NR4")
   (progn
   (setq cx (- xo x) cy (+ yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (- j y) r)
    (setq ey (+ cy (- j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (+ cx d))
   )
   ((<= (- j y) (* r 3))
    (setq ey (- (+ cy (* r 2)) (- j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (- cx d))
   )
   ((<= (- j y) (* r 4))
    (setq ey (+ (- cy (* r 4)) (- j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (+ cx d))
   )
    )
    (command "arc" (list xo yo) "c" (list cx cy) (list ex ey))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------

       (if(= z "GX SR1")
   (progn
   (setq cx (- xo x) cy (- yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (+ j x) r)
    (setq ex (+ cx (+ j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (+ cy d))
   )
   ((<= (+ j x) (* r 3))
    (setq ex (- (+ cx (* r 2)) (+ j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (- cy d))
   )
   ((<= (+ j x) (* r 5))
    (setq ex (+ (- cx (* r 4)) (+ j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (+ cy d))
   )
    )
    (command "arc" (list ex ey) "c" (list cx cy) (list xo yo))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------

       (if(= z "GY SR1")
   (progn
   (setq cx (- xo x) cy (- yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (- j y) r)
    (setq ey (- cy (- j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (+ cx d))
   )
   ((<= (- j y) (* r 3))
    (setq ey (+ (- cy (* r 2)) (- j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (- cx d))
   )
   ((<= (- j y) (* r 4))
    (setq ey (- (+ cy (* r 4) ) (- j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (+ cx d))
   )
    )
    (command "arc" (list ex ey) "c" (list cx cy) (list xo yo))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------

       (if(= z "GX SR2")
   (progn
   (setq cx (+ xo x) cy (- yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (- j x ) r)
    (setq ex (+ cx (- j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (+ cy d))
   )
   ((<= (- j x ) (* r 3))
    (setq ex (- (+ cx (* r 2)) (- j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (- cy d))
   )
   ((<= (- j x) (* r 4))
    (setq ex (- cx (- (* r 4) (- j x))))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (+ cy d))
   )
    )
    (command "arc" (list ex ey) "c" (list cx cy) (list xo yo))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------

       (if(= z "GY SR2")
   (progn
   (setq cx (+ xo x) cy (- yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (+ j y) r)
    (setq ey (+ cy (+ j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (- cx d))
   )
   ((<= (+ j y) (* r 3))
    (setq ey (- (+ cy (* r 2)) (+ j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (+ cx d))
   )
   ((<= (+ j y) (* r 5))
    (setq ey (+ (- cy (* r 4)) (+ j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (- cx d))
   )
    )
    (command "arc" (list ex ey) "c" (list cx cy) (list xo yo))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------

       (if(= z "GX SR3")
   (progn
   (setq cx (+ xo x) cy (+ yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (+ j x) r)
    (setq ex (- cx (+ j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (- cy d))
   )
   ((<= (+ j x) (* r 3))
    (setq ex (+ (- cx (* r 2)) (+ j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (+ cy d))
   )
   ((<= (+ j x) (* r 5))
    (setq ex (- (+ cx (* r 4)) (+ j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (- cy d))
   )
    )
    (command "arc" (list ex ey) "c" (list cx cy) (list xo yo))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------
       (if(= z "GY SR3")
   (progn
   (setq cx (+ xo x) cy (+ yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (- j y) r)
    (setq ey (+ cy (- j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (- cx d))
   )
   ((<= (- j y) (* r 3))
    (setq ey (- (+ cy (* r 2)) (- j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (+ cx d))
   )
   ((<= (- j y) (* r 4))
    (setq ey (+ (- cy (* r 4)) (- j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (- cx d))
   )
    )
    (command "arc" (list ex ey) "c" (list cx cy) (list xo yo))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------

       (if(= z "GX SR4")
   (progn
   (setq cx (- xo x) cy (+ yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (- j x) r)
    (setq ex (- cx (- j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (- cy d))
   )
   ((<= (- j x) (* r 3))
    (setq ex (+ (- cx (* r 2)) (- j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (+ cy d))
   )
   ((<= (- j x) (* r 4))
    (setq ex (- (+ cx (* r 4)) (- j x)))
    (setq d (sqrt (- (expt r 2) (expt (- ex cx) 2))))
    (setq ey (- cy d))
   )
    )
    (command "arc" (list ex ey) "c" (list cx cy) (list xo yo))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------

       (if(= z "GY SR4")
   (progn
   (setq cx (- xo x) cy (+ yo y))
   (setq r (sqrt (+ (* x x) (* y y) )))
    (cond ((<= (+ j y) r)
    (setq ey (- cy (+ j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (+ cx d))
   )
   ((<= (+ j y) (* r 3))
    (setq ey (+ (- cy (* r 2)) (+ j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (- cx d))
   )
   ((<= (+ j y) (* r 5))
    (setq ey (- (+ cy (* r 4)) (+ j y)))
    (setq d (sqrt (- (expt r 2) (expt (- ey cy) 2))))
    (setq ex (+ cx d))
   )
    )
    (command "arc" (list ex ey) "c" (list cx cy) (list xo yo))
    (setq xo ex yo ey)
   ) ;end progn
       ) ;end if
;------------------------------------------------------------------

   (setq txt(read-line in))
    )
    (close in)
(prin1)
)

 

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BW Bewise Inc. Willy Chen willy@tool-tool.com bw@tool-tool.com www.tool-tool.com skype:willy_chen_bw mobile:0937-618-190 Head &Administration Office No.13,Shiang Shang 2nd St., West Chiu Taichung,Taiwan 40356 http://www.tool-tool.com / FAX:+886 4 2471 4839 N.Branch 5F,No.460,Fu Shin North Rd.,Taipei,Taiwan S.Branch No.24,Sec.1,Chia Pu East Rd.,Taipao City,Chiayi Hsien,Taiwan

Welcome to BW tool world! We are an experienced tool maker specialized in cutting tools. We focus on what you need and endeavor to research the best cutter to satisfy users demand. Our customers involve wide range of industries, like mold & die, aerospace, electronic, machinery, etc. We are professional expert in cutting field. We would like to solve every problem from you. Please feel free to contact us, its our pleasure to serve for you. BW product including: cutting toolaerospace tool .HSS  DIN Cutting toolCarbide end millsCarbide cutting toolNAS Cutting toolNAS986 NAS965 NAS897 NAS937orNAS907 Cutting Tools,Carbide end milldisc milling cutter,Aerospace cutting toolhss drillФрезерыCarbide drillHigh speed steelCompound SharpenerMilling cutterINDUCTORS FOR PCDCVDD(Chemical Vapor Deposition Diamond )’PCBN (Polycrystalline Cubic Boron Nitride) Core drillTapered end millsCVD Diamond Tools Inserts’PCD Edge-Beveling Cutter(Golden FingerPCD V-CutterPCD Wood toolsPCD Cutting toolsPCD Circular Saw BladePVDD End Millsdiamond tool. INDUCTORS FOR PCD . POWDER FORMING MACHINE Single Crystal Diamond Metric end millsMiniature end millsСпециальные режущие инструментыПустотелое сверло Pilot reamerFraisesFresas con mango PCD (Polycrystalline diamond) ‘FresePOWDER FORMING MACHINEElectronics cutterStep drillMetal cutting sawDouble margin drillGun barrelAngle milling cutterCarbide burrsCarbide tipped cutterChamfering toolIC card engraving cutterSide cutterStaple CutterPCD diamond cutter specialized in grooving floorsV-Cut PCD Circular Diamond Tipped Saw Blade with Indexable Insert PCD Diamond Tool Saw Blade with Indexable InsertNAS toolDIN or JIS toolSpecial toolMetal slitting sawsShell end millsSide and face milling cuttersSide chip clearance sawsLong end millsend mill grinderdrill grindersharpenerStub roughing end millsDovetail milling cuttersCarbide slot drillsCarbide torus cuttersAngel carbide end millsCarbide torus cuttersCarbide ball-nosed slot drillsMould cutterTool manufacturer.

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弊社は各領域に供給できる内容は:

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(3)鎢鋼エンドミル設計

(4)航空エンドミル設計

(5)超高硬度エンドミル

(6)ダイヤモンドエンドミル

(7)医療用品エンドミル設計

(8)自動車部品&材料加工向けエンドミル設計

弊社の製品の供給調達機能は:

(1)生活産業~ハイテク工業までのエンドミル設計

(2)ミクロエンドミル~大型エンドミル供給

(3)小Lot生産~大量発注対応供給

(4)オートメーション整備調達

(5)スポット対応~流れ生産対応

弊社の全般供給体制及び技術自慢の総合専門製造メーカーに貴方のご体験を御待ちしております。

Bewise Inc. talaşlı imalat sanayinde en fazla kullanılan ve üç eksende (x,y,z) talaş kaldırabilen freze takımlarından olan Parmak Freze imalatçısıdır. Çok geniş ürün yelpazesine sahip olan firmanın başlıca ürünlerini Karbür Parmak Frezeler, Kalıpçı Frezeleri, Kaba Talaş Frezeleri, Konik Alın Frezeler, Köşe Radyüs Frezeler, İki Ağızlı Kısa ve Uzun Küresel Frezeler, İç Bükey Frezeler vb. şeklinde sıralayabiliriz.

BW специализируется в научных исследованиях и разработках, и снабжаем самым высокотехнологичным карбидовым материалом для поставки режущих / фрезеровочных инструментов для почвы, воздушного пространства и электронной индустрии. В нашу основную продукцию входит твердый карбид / быстрорежущая сталь, а также двигатели, микроэлектрические дрели, IC картонорезальные машины, фрезы для гравирования, режущие пилы, фрезеры-расширители, фрезеры-расширители с резцом, дрели, резаки форм для шлицевого вала / звездочки роликовой цепи, и специальные нано инструменты. Пожалуйста, посетите сайт  www.tool-tool.com  для получения большей информации.

BW is specialized in R&D and sourcing the most advanced carbide material with high-tech coating to supply cutting / milling tool for mould & die, aero space and electronic industry. Our main products include solid carbide / HSS end mills, micro electronic drill, IC card cutter, engraving cutter, shell end mills, cutting saw, reamer, thread reamer, leading drill, involute gear cutter for spur wheel, rack and worm milling cutter, thread milling cutter, form cutters for spline shaft/roller chain sprocket, and special tool, with nano grade. Please visit our web  www.tool-tool.com  for more info.

 

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