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\u25484?\u25569?14\u20010?\u24418?\u20301?\u20844?\u24046?\u30340?\u27979?\u-28209?\u23454?\u29616?\u-244?\u21253?\u25324?\u24120?\u-30268?\u20202?\u22120?\u21644?\u19977?\u22352?\u26631?\u27979?\u-28209?\u-244?\u27979?\u-28209?\u22522?\u20934?\u24314?\u31435?\u-244?\u22352?\u26631?\u24314?\u31435?\u-244?\u20844?\u24046?\u-29791?\u31639?\u-244?\u32467?\u26524?\u21028?\u23450?\u31561?\u12290?\par\pard\plain\s0\fi0\li0\ri0\sb60\sa60\sl300\plain\f0\fs24\b \u-29698?\u31243?\u23545?\u-29599?\u-230?\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 \u-26503?\u30446?\u32463?\u29702?\u-244?\u-29762?\u-29791?\u12289?\u-29400?\u-28209?\u-244?\u24037?\u-32134?\u21644?\u21046?\u-28640?\u24037?\u31243?\u24072?\u-244?\u-29400?\u-28209?\u26816?\u-25972?\u21592?\u12290?\u30452?\u25509?\u-29409?\u-29405?\u20934?\u22791?PPAP\u30340?\u20154?\u21592?\u25110?APQP\u23567?\u32452?\u25104?\u21592?\u12290?\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u23398?\u21592?\u-32564?\u26223?\u-30335?\u27714?\u-230?\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 \u20855?\u22791?\u22522?\u26412?\u30340?\u26426?\u26800?\u22270?\u32440?\u-27131?\u-29701?\u30340?\u22522?\u30784?\u21644?\u22522?\u26412?\u30340?\u26426?\u26800?\u20135?\u21697?\u29983?\u20135?\u-28729?\u31243?\u30693?\u-29754?\u12290?\u24314?\u-29778?\u21442?\u21152?\u22521?\u-29779?\u20154?\u21592?\u24212?\u-32269?\u23569?\u21253?\u25324?\u20197?\u19979?\u20154?\u21592?\u-230?\u-29762?\u-29791?\u24037?\u31243?\u24072?\u-244?\u-29400?\u-28209?\u24037?\u31243?\u24072?\u-244?\u20135?\u21697?\u24037?\u31243?\u24072?\u-244?\u24037?\u-32134?\u24037?\u31243?\u24072?\u20197?\u21450?\u29616?\u22330?\u26816?\u-25972?\u21644?\u27979?\u-28209?\u20154?\u21592?\u31561?\par\pard\plain\s0\fi0\li0\ri0\sb60\sa60\sl300\plain\par\pard\plain\s0\fi0\li0\ri0\sb60\sa60\sl300\plain\f0\fs24\b \u-29698?\u31243?\u22823?\u32434?\u-230?\b0\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u19968?\u12289?\u24037?\u31243?\u22270?\u32440?\u21644?\u20844?\u24046?(Engineering Drawing\u8725?Tolerance)\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 1. \u24037?\u31243?\u22270?\u32440?(Engineering Drawing)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 2. \u23610?\u23544?\u26631?\u27880?\u20171?\u32461? (Dimensioning)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 3. \u23610?\u23544?\u26631?\u27880?\u26631?\u20934? (Dimensioning Standard)\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u20108?\u12289?GD&T\u20171?\u32461?\u12289?\u31526?\u21495?\u21644?\u32553?\u20889?\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 1. \u21382?\u21490?\u-244?\u30446?\u30340?\u-244?\u-31997?\u22260?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 2. GD&T\u31526?\u21512?\u27604?\u-28797? (ANSI/ISO)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 3. \u27979?\u-28209?\u21333?\u20301?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 4. \u20844?\u24046?\u-30616?\u31034?\u26041?\u27861?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 5. \u26263?\u21547?\u22402?\u30452?\u20851?\u31995?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 6. GD&T\u19982?\u20256?\u32479?\u22352?\u26631?\u30340?\u20851?\u31995?\u21644?\u24046?\u24322?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 7. GD&T \u23618?\u27425?(GD&T Hierarchy)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 8. \u-26890?\u20214?\u-28339?\u21512?\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u19977?\u12289?\u31526?\u21495?\u21644?\u32553?\u20889?\u22522?\u20934? (Datum)\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 1. \u22522?\u20934?\u30340?\u23450?\u20041?\u-244?\u22522?\u20934?\u24418?\u20307?(Feature)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 2. \u22522?\u20934?\u21644?\u23610?\u23544?\u27874?\u21160?\u20851?\u31995?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 3. \u22522?\u20934?\u21442?\u-32765?\u26694?(Datum Reference Frame)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 4. \u22522?\u20934?\u27425?\u24207?(Datum Precedence Order)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 5. \u22522?\u20934?\u27169?\u25311?(Datum Simulator)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 6. \u31526?\u21495?\u20301?\u32622?(Symbol Placement)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 7. \u22522?\u20934?\u30446?\u26631?(Datum Target)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 8. \u22522?\u20934?\u28857?(Datum Target Point)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 9. \u22522?\u20934?\u32447?(Datum Target Line)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 10.\u22522?\u20934?\u21306?\u22495?(Datum Area)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 11.\u22522?\u20934?\u25351?\u23548?(Datum Guidline)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 12.\u-32278?\u30001?\u29366?\u24577?(Free State)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 13.\u22522?\u20934?\u20559?\u31227?(Datum Shift)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 14.\u22522?\u20934?\u24212?\u29992?RFS(Datum RFS)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 15.\u22522?\u20934?\u24212?\u29992?MMC(Datum MMC)\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u22235?\u12289?\u24418?\u20307?\u25511?\u21046?\u26694?(Feature Control Frame)\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 1. \u30446?\u30340?(Purpose)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 2. \u31526?\u21495?(Symbol)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 3. \u22522?\u20934?\u24418?\u20307?\u21442?\u-32765?(Datum Feature References)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 4. \u26448?\u26009?\u21407?\u21017?\u23545?\u23454?\u20307?\u22522?\u20934?\u21442?\u-32765?\u30340?\u24433?\u21709?(Material Condition on FOS Datum Reference)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 5. \u22522?\u20934?\u27425?\u24207?\u21644?\u26448?\u26009?\u21407?\u21017?\u30340?\u24433?\u21709?(Datum Sequence and Material Condition)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 6. \u24418?\u20307?\u25511?\u21046?\u26694?\u31867?\u22411?(Types of Feature Control Frame)\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u20116?\u12289?\u-30268?\u21017?(Rules)\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 1. \u24418?\u20307?\u23610?\u23544?#1, #2(Rule #1, #2)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 2. \u20844?\u24046?\u-30619?\u20607?(Bonus Tolerance)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 3. \u23610?\u23544?\u27874?\u21160?(Variation of Dimension)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 4. \u24418?\u29366?\u27874?\u21160?(Variation of Form)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 5. \u23454?\u20307?\u26465?\u20214?(Virtual Condition)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 6. \u20844?\u24046?\u-30619?\u20607?(Bonus Tolerance)\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u20845?\u12289?\u24418?\u29366?\u20844?\u24046?(Form)\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 1. \u24179?\u-26782?\u24230?(Flatness)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 2. \u23450?\u20041?\u21644?\u-30335?\u27714?(Definition\u-244?Requirements)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 3. \u30452?\u32447?\u24230?(Straightness)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 4. \u23450?\u20041?\u21644?\u-30335?\u27714?(Definition\u-244?Requirements)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 5. \u30452?\u32447?\u24230?-\u-28812?(Axis - RFS)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 6. \u30452?\u32447?\u24230?-\u-28812?(Axis - MMC)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 7. \u30452?\u32447?\u24230?-\u20013?\u24515?\u-26782?(Center Plane - RFS)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 8. \u30452?\u32447?\u24230?-\u20013?\u24515?\u-26782?(Center Plane - MMC)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 9. \u22278?\u24230?(Roundness)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 10.\u23450?\u20041?\u21644?\u-30335?\u27714?(Definition, Requirements)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 11.\u22278?\u24230?\u-230?\u22278?\u26609?\u21644?\u22278?\u-27355?(Cylinder or Cone)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 12.\u22278?\u24230?: \u29699?(Sphere)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 13.\u22278?\u24230?: \u26580?\u24615?\u-26890?\u20214?(Nonrigid Parts)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 14.\u22278?\u26609?\u24230?(Cylindricity)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 15.\u23450?\u20041?\u21644?\u-30335?\u27714?(Definition, Requirements)\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u19971?\u12289?\u26041?\u20301?(Orientation)\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 1. \u22402?\u30452?\u24230?(Perpendicularity)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 2. \u23450?\u20041?\u21644?\u-30335?\u27714?(Definition, Requirements)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 3. \u22402?\u30452?\u24230?-\u-26782?(Plane Surface)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 4. \u22402?\u30452?\u24230?-\u32447?\u21644?\u-26782?(Line and Plane Surface)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 5. \u22402?\u30452?\u24230?-\u20013?\u24515?\u-26782?(Center Plane)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 6. \u22402?\u30452?\u24230?-\u-28812?(Axis)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 7. \u22402?\u30452?\u24230?-\u-27392?\u21644?\u20984?\u21488?: RFS(Pin or Boss:RFS)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 8. \u22402?\u30452?\u24230?-\u-27392?\u21644?\u20984?\u21488?: MMC(Pin or Boss:MMC)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 9. \u22402?\u30452?\u24230?-\u-26890?\u20844?\u24046?: MMC(Zero Tolerance at MMC)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 10.\u24179?\u-30644?\u24230?(Parallelism)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 11.\u23450?\u20041?\u21644?\u-30335?\u27714?(Definition, Requirements)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 12.\u24179?\u-30644?\u24230?: \u-26782?(Parallelism: Plane)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 13.\u24179?\u-30644?\u24230?: \u-28812?(Parallelism: Axis)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 14.\u24179?\u-30644?\u24230?: \u-28812?\u21644?\u-26782?(Parallelism: Axis and Plane)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 15.\u-30254?\u24230?(Angularity)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 16.\u23450?\u20041?\u21644?\u-30335?\u27714?(Definition, Requirements)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 17.\u-30254?\u24230?: \u-26782?(Angularity: Plane)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 18.\u-30254?\u24230?: \u32447?(Angularity: Line)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 19.\u-30254?\u24230?: \u-28812?(Angularity: Axis)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 20.\u-30254?\u24230?: \u32447?\u-26782?(Angularity: Axis and Plane)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 21.\u30456?\u20999?\u24179?\u-26782?(Tangent Plane)\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u20843?\u12289?\u20301?\u32622?(Position)\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 1. \u23450?\u20041?\u21644?\u-30335?\u27714?(Definition, Requirements)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 2. \u20301?\u32622?\u24230?\u-30268?\u23450?: \u23380?(Hole)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 3. \u20301?\u32622?\u24230?\u-30268?\u23450?: \u23454?\u20307?(FOS)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 4. \u20301?\u32622?\u24230?\u-30268?\u23450?: \u21452?\u-28743?\u20844?\u24046?(Bidirection Tolerance)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 5. \u20301?\u32622?\u24230?\u-30268?\u23450?: \u24310?\u-27265?\u23380?(Elongated Hole)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 6. \u20301?\u32622?\u24230?\u-30268?\u23450?: \u24310?\u20280?\u20844?\u24046?(Projected Tolerance)\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u20061?\u12289?\u20301?\u32622?(Position)\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 1. \u20301?\u32622?\u24230?\u-30268?\u23450?: \u-27265?\u23380?(Long Holes)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 2. \u20301?\u32622?\u24230?\u-30268?\u23450?: \u29699?(Sphere)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 3. \u20301?\u32622?\u24230?\u-30268?\u23450?: \u-27265?\u22278?\u23380?\u-27083?\u21015?(Slot Patterns)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 4. \u21516?\u-28812?\u24230?(Coaxiality)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 5. \u21516?\u24515?\u24230?(Concentricity)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 6. \u22797?\u21512?\u20301?\u32622?(Composite Position)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 7. \u23545?\u31216?\u24230?(Symmetry)\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u21313?\u12289?\u-29197?\u21160?\u24230?\u20844?\u24046?(Runout Tolerance)\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 1. \u23450?\u20041?\u21644?\u-30335?\u27714?(Definition, Requirements)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 2. \u-29197?\u21160?\u24230?: \u22522?\u20934?\u30452?\u24452?(To Datum Diameter)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 3. \u-29197?\u21160?\u24230?: \u20849?\u32447?\u22522?\u20934?\u30452?\u24452?(To Collinear Datum Diameter)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 4. \u20840?\u-29197?\u21160?\u24230?(Total Runout)\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u21313?\u19968?\u12289?\u22266?\u23450?\u21644?\u26494?\u21160?\u32039?\u22266?(Fixed and Floating Fasteners)\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 1. \u26494?\u21160?\u32039?\u22266?(Fixed Fasteners)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 2. \u22266?\u23450?\u32039?\u22266?(Floating Fasteners)\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u21313?\u20108?\u12289?\u-28818?\u24275?(Profile)\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 1. \u23450?\u20041?\u21644?\u-30335?\u27714?(Definition, Requirements)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 2. \u32447?\u-28818?\u24275?(Profile of Line)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 3. \u32447?\u-28818?\u24275?-\u21452?\u-28743?\u20844?\u24046?(Bilateral Tolerance)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 4. \u32447?\u-28818?\u24275?-\u21333?\u-28743?\u20844?\u24046?(Unilateral Tolerance)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 5. \u32447?\u-28818?\u24275?-\u20840?\u-28440?\u21608?\u-28743?(All Around)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 6. \u-26782?\u-28818?\u24275?(Profile of Surface)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 7. \u-26782?\u-28818?\u24275?-\u19981?\u-30268?\u21017?\u24418?\u29366?(Irregular Feature)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 8. \u-26782?\u-28818?\u24275?-\u-27355?\u20307?(Conical Feature)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 9. \u-26782?\u-28818?\u24275?-\u20849?\u-26782?(Coplanarity Surface)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 10.\u-26782?\u-28818?\u24275?-\u22810?\u-26782?(Multiple Surface)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 11.\u22797?\u21512?\u-28818?\u24275?(Composite Profile)\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u21313?\u19977?\u12289?GD&T\u21151?\u-32515?\u26816?\u20855?\u-29762?\u-29791?\u26696?\u20363?(GD&T Function Gage Design Case)\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 1. \u26816?\u20855?\u22522?\u20934?\u24314?\u31435?(Gage Datum)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 2. \u32508?\u21512?\u26816?\u20855?\u-28646?\u-30268?(Function Go Gage)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 3. \u26816?\u20855?\u20844?\u24046?\u20998?\u-28339?(Gage Tolerance Analysis)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 4. \u26816?\u20855?\u-26418?\u-27031?\u20998?\u26512?(Gage Risk Analysis)\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u21313?\u22235?\u12289?GD&T\u27979?\u-28209?\u23454?\u29616?\u-230?\u20256?\u32479?\u27979?\u-28209?\u21644?CMM\u27979?\u-28209?(GD&T Measurement: CMM)\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 1. \u27979?\u-28209?\u22522?\u20934?\u24314?\u31435?(Measurement Datum Setup)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 2. \u27979?\u-28209?\u-29713?\u24046?\u20998?\u26512?(Measure Error Analysis)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 3. \u24418?\u29366?\u20844?\u24046?\u27979?\u-28209?(Form Measurement)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 4. \u23450?\u21521?\u20844?\u24046?\u27979?\u-28209?(Orientation Measurement)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 5. \u20301?\u32622?\u24230?\u27979?\u-28209?(TOP measurement)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 6. \u20301?\u32622?\u24230?\u22522?\u20934?\u24314?\u31435?(TOP datum setup)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 7. \u22797?\u21512?\u20301?\u32622?\u27979?\u-28209?(Composite TOP Measurement)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 8. \u20301?\u32622?\u24230?\u24212?\u29992?\u23454?\u20307?\u21407?\u21017?\u30340?\u27979?\u-28209?\u-244?\u21253?\u25324?\u20844?\u24046?\u-30619?\u20607?\u21644?\u22522?\u20934?\u20559?\u31227?(TOP with MMC/LMC Measurement, include Bonus Tolerance, Datum Shift)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 9. \u-28818?\u24275?\u24230?\u27979?\u-28209?(Profile Measurement)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 10.\u-28818?\u24275?\u24230?\u22522?\u20934?\u24314?\u31435?(Profile Datum Setup)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 11.\u-28818?\u24275?\u24230?\u24212?\u29992?\u23454?\u20307?\u21407?\u21017?\u30340?\u27979?\u-28209?\u-230?\u21482?\u26377?\u22522?\u20934?\u20559?\u31227?(Profile with MMC Measurement, Only Datum Shift)\par\pard\plain\s0\fi400\li0\ri0\sb40\sa40\sl300\plain\f0\fs22\b \u21313?\u20116?\u12289?\u23610?\u23544?\u-27394?\u21472?\u21152?\u26696?\u20363?\u-248?Tolerance Stackup Case\u-247?\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 1. \u26497?\u-27056?\u20844?\u24046?\u23610?\u23544?\u-27394?(Limit Tolerance Stackup)\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 2. \u32479?\u-29791?\u20844?\u24046?\u23610?\u23544?\u-27394?(Statistic Tolerance Stackup)\par\pard\plain\s0\fi0\li0\ri0\sb60\sa60\sl300\plain\f0\fs24\b \u24352?\u-32767?\u24072?\u20171?\u32461?\b0\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 \u-29372?\u21382?\u-32564?\u26223?\u-230?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 \u27605?\u19994?\u20110?\u22269?\u20869?\u30693?\u21517?\u22823?\u23398?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 \u21518?\u-29324?\u24503?\u22269?\u30041?\u23398?\u-244?\u24182?\u-28709?\u20837?\u24503?\u22269?Mannasman\u20844?\u21496?\u23454?\u-29195?\u-244?\u24182?\u25509?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 \u21463?\u20854?\u20005?\u26684?\u30340?\u19987?\u19994?\u22521?\u-29779?\u12290?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 \u-31817?\u24471?\u24503?\u22269?ULM\u22823?\u23398?\u30340?\u30805?\u22763?\u23398?\u20301?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 \u22312?\u24037?\u19994?\u29983?\u20135?\u20844?\u21496?\u20013?\u26377?20\u24180?\u20197?\u19978?\u30340?\u23454?\u-27067?\u25805?\u20316?\u32463?\u-25972?\u-244?\u-29409?\u-29405?\u25112?\u30053?\u24615?\u-30268?\u21010?\u12289?\u29983?\u20135?\u12289?\u-28217?\u-29395?\u20379?\u24212?\u-27394?\u31561?\u21508?\u26041?\u-26782?\u30340?\u24037?\u20316?\u12290?\u30041?\u23398?\u20110?\u24503?\u22269?\u-244?\u29087?\u24713?\u24503?\u22269?\u24037?\u19994?\u29983?\u20135?\u-26490?\u22495?\u12290?\u26366?\u-29409?\u-29405?20\u20313?\u23478?\u20013?\u22806?\u20225?\u19994?\u31649?\u29702?\u21672?\u-29726?\u-26503?\u30446?\u-244?\u20026?\u22810?\u23478?\u30693?\u21517?\u20225?\u19994?\u-28709?\u-30644?\u31649?\u29702?\u26041?\u-26782?\u30340?\u19987?\u-26472?\u30740?\u-29784?\u20250?\u-244?\u20844?\u24320?\u-29698?\u31243?\u21450?\u20844?\u21496?\u20869?\u-28440?\u22521?\u-29779?\u12290?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 \u20316?\u20026?\u21378?\u-27265?\u-244?\u24352?\u20808?\u29983?\u21327?\u-29693?\u29983?\u20135?\u-28440?\u-27160?\u12289?\u29289?\u26009?\u-28440?\u-27160?\u21450?\u-29400?\u-28209?\u25511?\u21046?\u-244?\u-29791?\u21010?\u31561?\u-28440?\u-27160?\u20043?\u-27148?\u30340?\u21508?\u31181?\u-27154?\u-26472?\u-244?\u20840?\u-26782?\u-29409?\u-29405?\u20844?\u21496?\u30340?\u27599?\u26085?\u29983?\u20135?\u-28720?\u20316?\u-244?\u25552?\u-25896?\u29983?\u20135?\u25928?\u29575?\u12290?\u22312?\u29983?\u20135?\u-26490?\u22495?\u31215?\u32047?\u20102?\u20016?\u23500?\u30340?\u32463?\u-25972?\u-244?\u23601?\u-29400?\u-28209?\u25511?\u21046?\u21644?\u29983?\u20135?\u29575?\u30340?\u25552?\u-25896?\u-32756?\u-30208?\u-244?\u20165?\u29992?1\u24180?\u30340?\u26102?\u-27148?\u-244?\u23558?\u25972?\u20010?\u20135?\u21697?\u27969?\u31243?\u30340?\u32047?\u31215?\u19968?\u27425?\u-28646?\u-28729?\u29575?\u20174?50%\u25552?\u-25896?\u21040?\u20102?80%\u-244?\u29983?\u20135?\u25928?\u29575?\u25552?\u-25896?\u20102?\u-28719?50%\u12290?\u22312?\u25913?\u21892?\u30340?\u-28729?\u31243?\u20013?\u-244?\u22823?\u-28209?\u-28720?\u29992?6Sigma\u30340?\u24037?\u20855?\u23545?\u27969?\u31243?\u-28709?\u-30644?\u25913?\u21892?\u12290?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 \u20316?\u20026?\u24503?\u-29372?\u20225?\u19994?\u30340?\u24635?\u32463?\u29702?\u-244?\u24352?\u20808?\u29983?\u23436?\u25104?\u19968?\u23478?\u20844?\u21496?\u20174?\u-26890?\u21040?\u25104?\u-27265?\u21457?\u23637?\u30340?\u20840?\u-28440?\u-28729?\u31243?\u-244?\u23545?\u20154?\u21147?\u-29372?\u28304?\u-244?\u20379?\u24212?\u21830?\u31649?\u29702?\u-244?\u20135?\u21697?\u24320?\u21457?\u21644?\u22269?\u20135?\u21270?\u-244?\u-29400?\u-28209?\u25511?\u21046?\u-244?\u-27154?\u-26472?\u30340?\u-30237?\u20915?\u-244?\u29983?\u20135?\u27969?\u31243?\u30340?\u-29762?\u-29791?\u-244?\u25104?\u26412?\u25511?\u21046?\u21644?\u32489?\u25928?\u31649?\u29702?\u31561?\u26041?\u-26782?\u-28419?\u31215?\u32047?\u20102?\u30456?\u24403?\u30340?\u32463?\u-25972?\u12290?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 \u25480?\u-29698?\u-26418?\u26684?\u-230?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 \u20316?\u20026?\u19968?\u21517?\u19987?\u19994?\u23613?\u-32692?\u30340?\u-29774?\u24072?\u19982?\u-26498?\u-27154?\u-244?\u26366?\u22312?\u22810?\u23478?\u21672?\u-29726?\u20844?\u21496?\u25285?\u20219?\u29305?\u-32680?\u-29774?\u24072?\u-244?\u-31817?\u24471?\u24191?\u27867?\u22909?\u-29756?\u-244?\u20855?\u26377?\u-28797?\u20016?\u23500?\u30340?\u20225?\u19994?\u21672?\u-29726?\u21644?\u22521?\u-29779?\u32463?\u-25972?\u-244?\u24182?\u-28720?\u29992?\u29616?\u20195?\u22521?\u-29779?\u25163?\u27573?\u21644?\u20114?\u21160?\u24335?\u25945?\u23398?\u26041?\u24335?\u-244?\u23558?\u20854?\u29616?\u23454?\u20013?\u30340?\u23454?\u21153?\u32463?\u-25972?\u22312?\u-29698?\u22530?\u20013?\u24456?\u29983?\u21160?\u30340?\u20256?\u-28738?\u-244?\u22521?\u-29779?\u20869?\u23481?\u20805?\u23454?\u12289?\u26465?\u29702?\u28165?\u26970?\u-244?\u23500?\u26377?\u24863?\u21484?\u21147?\u12290?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 \u26381?\u21153?\u23458?\u25143?\u-230?\par\pard\plain\s0\fi400\li0\ri0\sb80\sl300\plain\f0\fs22 \u32654?\u22269?\u-28646?\u29992?\u30005?\u27668?\u12289?\u23453?\u-27486?\u-26938?\u22242?\u12289?\u19978?\u27773?\u-26938?\u22242?\u12289?\u21776?\u23665?\u26426?\u-28826?\u12289?\u19978?\u28023?\u-29411?\u23572?\u12289?\u-27073?\u23572?\u21345?\u29305?\u12289?\u21338?\u19990?\u12289?\u-30337?\u-27160?\u23376?\u12289?\u-26867?\u23612?\u-26650?\u23572?\u12289?\u-32765?\u26031?\u29305?\u12289?\u24310?\u23792?\u20255?\u19990?\u-28646?\u12289?\u22823?\u20247?\u31163?\u21512?\u22120?\u12289?ZF\u12289?\u21326?\u-27085?-\u31185?\u22763?\u-28738?\u12289?\u21776?\u32435?\u26862?\u12289?\u26391?\u-29777?\u12289?\u26757?\u29305?\u21202?-\u25176?\u21033?\u22810?\u12289?\u26085?\u31435?\u21322?\u23548?\u20307?\u12289?\u-31614?\u26862?\u20811?\u-31153?\u20271?\u12289?\u-29333?\u27604?\u30005?\u23376?\u12289?\u-26402?\u21033?\u28006?\u12289?\u20808?\u28789?\u-31674?\u-26939?\u12289?\u32043?\u27743?\u-26938?\u22242?\u12289?\u31435?\u-28506?\u12289?\u26460?\u-28506?\u12289?\u-32084?\u27431?\u27719?\u24029?\u32440?\u19994?\u8230?\u8230?\par\pard\plain\s0\fi0\li0\ri0\sb60\sa60\sl300\plain\f0\fs24\b \u25105?\u-30335?\u25253?\u21517?\b0\par\pard\plain\s0\fi400\li0\ri0\plain\f0\fs22 \u21672?\u-29726?\u30005?\u-29731?\u-230?027-5111 9925 , 027-5111 9926\par\pard\plain\s0\fi400\li0\ri0\plain\f0\fs22 \u20540?\u29677?\u25163?\u26426?\u-230?18971071887    \u-28498?\u31665?\u-230?Service@mingketang.com\par}