Бірнеше проекция жазықтығына проекциялау. Бір нроекция бойынша нәрсенің геометриялық пішіні туралы, әркашан дәйекті пікір айтуға болмайды. Мысалы, а-суретте берілген бір проекция бойынша нәрсені б және в-суреттерде көрсетілгендей етіп түсінуге болады. Сондайақ өз проекциясының кескіні а-суретте берілгендей болатын баска нәрселерді де таңдап алуға болады. Бүған қоса, мұндай кескінде нәрсенің үшінші өлшемі бейнеленбеген.
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) 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)
а) б) в)
Егер нәрсенің бір емес, екі проекциясын өзара перпендикуляр екі жазықтыкта: фронталь және гооизонталь жазыктықта (оны Н әрпімен белгілейді) салсақ онда мұндай кемшіліктің бәрін жоюға болады.
Фронталь V жазықтықта проек-ция алу үшін нәрсені-алдыңгы жағынаи, ал горизонталь Н жазықтықты үстіңгі жағынан қарастырамыз. Нәрсенің V жазықтыктағы проекциясы-фронталь проекция, Н жазықтыктағы проекциясы горизонталь проекция деп аталады. Осы жазықтықтардың қиылысу сызықтарын (ол х-пен белгіленеді) проекциялар осі деп атайды (б-сурет). Осындай жолмен салынған проекциялар кеңістікте әр түрлі жазықтықтарда (горизонталь және вертикаль) орналасқан болып шығады. Нәрсенің кескінін бір парақ қағазға, яғни бір жазықтыққа сызады. Сондықтан нәрсенің сызбасын сызу үшін, екі жазықтықты да бір жазықтыққа келтіреді. Ол үшін проекциялардың горизонталь жазықтығын, ол вертикаль жазыктықпен беттесетіндей етіп х осінен твмен қарай 90°-қа бұрады. Сонда екі проекция да бір жазыктықта орналасқандай болып шыгады. Проекциялар жазықтығының шекарасын сызбада көрсетпесе де болады, Егер қажет болмаса, проекциялаушы сәулелер мен проекциялар жазықтықтарының қиылысу сызығы, яғни проекциялар осі де сызбаға түсірілмейді.
Беттестірілген жазықтықтарда нәрсенің фронталь және горизонталь проекцияларын проекциялық байланыста, яғни горизонталь проекцняяы фронталь проекцияның дәл астына орналастырады. Нәрсеніц төменгі шығыңқы жерінің горизонталь проекцияда көрінбей қалғанына көңіл аударыңдар, сондыктан ол штрих сызықтармен көрсетілген.
Тағы да бір мысал қарастырайық. суреттеғі сызба бойынша детальдың жалпы пішінін көз алдымызға оңай келтіре аламыз. Бірақ вертикаль бөліктегі ойықтың пішіні айқындалмай қалады. Оның қандай екенін көру үшін тағы да бір жазықтыққа проекция салу керек. Оны Н және V проекция жазықтықтарына перпенди-куляр орналастырады.
Проекциялардың үшінші W жазықтығы профиль жазықтық деп, ал одан шыққан проекция нәрсенің профиль проекциясы деп аталады (бұл француздыц «профиль» деген сөзінен шыққан, қазақша «бүйірінен қарағандағы көрінісі» дегенді білдіреді). Оны w әрпімен белгілейді (а-сурет).
Проекцияланған нәрсе кеңістіктерде V, Н және W жазықтықтарымен жасалған үш қырлы бұрышқа орналасқан және үш жағынан алдыңғы, үстіңгі және сол жағынан қаралады. Нәрсенің өзіне тән нүктелері арқылы проекция жазықтығымен киылысқанға дсйін проекциялаушы сәулелер жүргізіледі. Қиылысу нүктелерін түзу немесе кисық сызықтармен қосады. Алынған фигуралар нәрсенін, V, Н және W жазыктықтарындағы проекциялары болады. Проекциялардың профиль жазықтығы-вертикаль жазықтық. Ол Н жазықтығымен қиылысқанда у осі, ал V жазықтығымен қиылысқанда 2 осі шығады. Сызбаны шығарып алу үшін W жазықтығын оңға қарай 90°-қа, ал Н жазықтығын төмен қарай 90°-қа бұрады б-сурет). Осындай жолмен табылған сызба нәрсенің тік бұрышты үш проекциясынан: фронталь, горизонталь және профиль (а-сурет) проекциясынан тұрады. Проекция осі мен проекциялаушы сәулелер де сызбада көрсетілмейді(б-сурет).
Сызбада профиль проекцияны фронталь проекциямен проекциялық байланыста, яғни оның оң жағына бірдей биіктікте орналастырады. Бірнеше тік бұрышты проекциялардан тұратын сызбаны тік. бұрышты проекциялар жүйесіндегі сызбалар деп атайды. Нәрсенің сызбадағы геометриялық пішінінің күрделілігіне қарай, ол бір, екі және одан да көп проекциямен берілуі мүмкін.
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