华中数控铣宏程序实例.doc

《华中数控铣宏程序实例.doc》由会员上传分享，免费在线阅读，更多相关内容在行业资料-天天文库。

1、华中数控铣床宏程序实例O0001（分开的太极）%0001G54G00X-30Y30Z50M03S1000Z3#0=4#2=90WHILE#2LT180G01Z[#0*SIN[#2*PI/180]]F200#101=ABS[#0*COS[#2*PI/180]]G01G41Y9D101X7G02Y-9R9G01X-7G02Y9R9G03X0Y20R20G01G40X-30Y30G41X-12Y13D101G03X-7Y9R5G02Y0R4.5G03Y-9R4.5G01G40X30Y-30G41X12Y-3D101G03X7Y-9R5G02Y0R4.5G03Y9R4.5G01G40Y30X

2、-30#2=#2+1ENDWG00Z50M30o0002(花)%0002G54G00X0Y0Z50M03S1500Z5G01Z0F250#1=90WHILE#1GE0#2=10*COS[#1*PI/180]#3=10*SIN[#1*PI/180]-10G18G01X[#2]Z[#3]G17G02I[-#2]#1=#1-1.5ENDWG00Z5X-10#6=270WHILE#6GE180#7=14*COS[#6*PI/180]#8=10*SIN[#6*PI/180]#9=#7-10#10=#7+28#11=ABS[#9*COS[72*PI/180]]#12=ABS[#9*SIN[72*

3、PI/180]]#13=ABS[#9*COS[144*PI/180]]#14=ABS[#9*SIN[144*PI/180]]G18G01X[#9]Z[#8]G17G03X[-#11]Y[#12]R[#10]X[-#13]Y[#14]R[#10]Y[-#14]R[#10]X[#11]Y[-#12]R[#10]Y0X[#9]R[#10]#6=#6-1.5ENDWG00Z50M30O0003(太极倒角)%0003G54G00x-20y60z50M03S1500Z5#1=90WHILE#1GE0G01Z[5*SIN[#1*PI/180]-5]F250#101=ABS[5*COS[#1*PI/

4、180]]-5G01G41X0D101Y42G02Y0R21G03Y-42R21G01Y-60Y-42G02J42Y0R21G03Y42R21G01Y60G40X-20#1=#1-1ENDWG00Z50M30O0004(椭圆铣平面)%0004G54G00X0Y0Z50M03S1500Z5G01Z-3F250#1=41WHILE#1GE5G01X[#1]#2=0WHILE#2LT360#3=#1*COS[#2*PI/180]#4=#1*4/5*SIN[#2*PI/180]G01X[#3]Y[#4]#2=#2+1ENDW#1=#1-5ENDWG00Z50M30其二G54G00X43Y0Z

5、50M03S1500Z5G01Z-3F250#1=43WHILE#1GE5G01X[#1]#2=360WHILE#2GE0#3=#1*COS[#2*PI/180]#4=#1*4/5*SIN[#2*PI/180]G01X[#3]Y[#4]#2=#2+1ENDW#1=#1-5ENDWG00Z50M30O0005(心)%0005G54G00X0Y9Z50M03S1500Z5G01Z0F250#1=90WHILE#1GE0#2=8*COS[#1*PI/180]G18G01Z[8*SIN[#1*PI/180]-8]X[#2]G17G02Y[9+#2]X[-25-#2]R[45+#2]X[#2]

6、R[#2+13]X[25+#2]R[#2+13]X[-#2]Y[-#2-21]R[45+#2]#1=#1-1.5ENDWG00Z50M30O0006(粗铣椭球)%0006G54G00X0Y0Z50M03S1500G01Z0F250#1=90WHILE#1GE0#2=39*COS[#1*PI/180]#3=29*SIN[#1*PI/180]G18X[#2]Z[#3]#4=#2WHILE#4LT43G01X[#4]#5=0WHILE#5LT360#6=#4*COS[#5*PI/180]#7=#4*4/5*SIN[#5*PI/180]G17G01X[#6]Y[#7]#5=#5+1ENDW#

7、4=#4+5ENDWG01X[#2]#1=#1-10G00Z50M30（精铣椭球）G54G00X0Y0Z50M03S1500Z5G01Z0F250#1=90WHILE#1GE0#2=38*COS[#1*PI/180]#3=28*SIN[#1*PI/180]G18X[#2]Z[#3]#4=0WHILE#4LT360#6=#2*COS[#4*PI/180#7=#2*4/5*SIN[#4*PI/180]G17G01X[#6]Y[#7]#4=#4+1ENDW#1=