Үйге тапсырма беру: Кез келген детальдың қимасын орындап сызбасын түсір.
Сабақ: №
Сабақтың тақырыбы:
Қабаттастырылған (беттестірілген) және оңашаланған (шығарылған) қималар және оларды салудағы келісімдер.
Сабақтың мақсаты:
а) Білімділік: Нәрсенің қималарын орындап, сызбаға орналастыруға
үйрету, өз беттерімен ізденіп жұмыс жасауға дағдыландыру,
өздерінше ой қорыта білуге, таным мүмкіндігін анықтап,
сауатты, сызбаларды көркем түсіре білуге үйрету.
ә) Дамытушылық: Шығармашылық жұмысты іздену барысында білімдерін
тереңдетіп, ой-қиялдарын, өз бетімен шешім қабылдау,
белсенділігін, танымдық қабілетін дамыту.
б) Тәрбиелілік: Өзіндік және логикалық ойлау қабілеттерін арттыру,
оқушыларды өз бетінше жұмыс істеуге, жетекшілік қасиетін
дарытуға, эстетикалық әсемдікті тани білуге үйрету.
Сабақтың көрнекілігі: А4 пішіміндегі қағаз, қарындаштар, сызғыш, өшіргіш, шеңберсызар және т.б.
Сабақтың өту барысы:
Ұйымдастыру кезеңі.
Үйге берілген тапсырманы тексеру.
Жаңа тақырыпты түсіндіру.
Тапсырмаларды орындау.
Сабақты бекіту.
Үйге тапсырма.
Сабақтың барысы:
127-суретте қималар көріністен тыс оңаша орналастырылған. Сызбадағы орналасуына қарай қима қабаттасқан және оңашалашан қималар болып бөлінеді. Қабаттасқан қима нәрсенің көрінісін шектейтін сызықтардың ішінде орындалады. Қабаттасқан қима фигурасын шектейтін сызық жіңішке тұтас болады. Оңашаланған қима сызбада бос орынға салынады, оны негізгі тұтас жуан сызықпен шектейді. Негізгі тұтас жуан сызық нәрсенің көрінетін контурының кескіні үшін де қолданылатынын айта кетеміз. Көбіне оңашаланған қима қолданылады. Қабаттасқан қима нәрсе көрінісін оқуды қиындатады, ал кейде қиманың өзін де түсіну қолайсыз болады. Оңашаланған қиманы қима сызығының созындысына орналастыруға болады (127 -суреттегі белгіленбеген қима). Егер қима фигурасы осы сызыққа қарағанда симметриялы болса, онда қима жазықтығының орны көрсетілмейді және қиманың жоғарғы жағына ешқандай белгі қойылмайды. Бұл жағдайда осьтік сызық қима сызығы болып табылады. 126, б және 128, а суреттердегі қабаттасқан қималарды қара, оларда да қиюшы жазықтықтың орны (қима сызығы) көрсетілмеген. Қима фигурасы симметриялы (берілген нәрсе симметриялы) болса, қабаттасқан қимада нұсқамалары бар үзік сызық жүргізілмейді. Егер нәрсе симметриялы болмаса, онда нұсқамалары бар үзік сызық жүргізіледі, бірақ әріптермен белгіленбейді (128, ә- сурет). Сызба ықшам болу үшін оңашаланған қиманы көрініс бөліктерінің аралығындағы үзікке орналастыруға болады (128, б және в-суреттер). Нәрсенің шартты түрдегі үзілісі жіңішке ирек сызықпен көрсетілетіні белгілі. Жоғарыдағы ережелердің бұл жағдайға да қатынасы бар. Егер нәрсе симметриялы болса, қима сызығы көрсетілмейді (128, б-сурет), ал қима фигурасы симметриялы болмаса, жуан үзік сызық жүргізіліп, қимаға қарау бағыты нұсқамамен көрсетіледі, бірақ әріптермен белгіленбейді (128, в-сурет). Нәрсенің бірнеше қималары бірдей болуы мүмкін. Осындай бірдей қималар үшін қима сызықтарын да бірдей әріптермен белгілейді және бір қима сызылады. 129, а- суретте үш қимасы бірдей, ал төртінші қимасы (Б—Б) олардан өзге болатын тетікбөлшек сызбасы сызылған. Өзара тең үш қиманың орнына бір қима сызылған. Кейде оңашаланған қиманы сызбада бұрып та орналастырады (129, ә-сурет). Бұл жағдайда А—А немесе Б—Б жазуынан төмен бұрылу белгісі салынады. Бұрылу белгісін қима белгісі деңгейінде орналастыруға да болады. Егер мұндағы қиюшы жазықтықтар әртүрлі бұрыш жасап бағытталса, онда бұрылу белгісін салмайды. Егер қиюшы жазықтық тесікті немесе ойықты шектейтін айналу бетінің осі арқылы өтсе, онда тесіктің немесе ойықтың контуры толық көрсетіледі. 130-суреттегі тетікбөлшектің сызбасына қара. Тетікбөлшектің тесігі және ойығы бар. Суретте қима фигурасының анықтамаға сай кескіні келтірілген (130, ә-сурет), онда тесіктің контуры толық көрсетілмеген. Ол дұрыс емес, дұрыс қима 130, б-суретте көрсетілген. Қиюшы жазықтық нәрседегі цилиндр тәрізді тесіктің осі арқылы өткен жағдайлары 127-және 129-суреттерде де келтірілген. Оларда да цилиндр тәрізді тесіктердің контурлары толық көрсетілген. Әдетте, қима өзіне сәйкес көрініс қандай масштабта сызылса, ол да сондай масштабта сызылады. Бірақ керек болған жағдайда қиманы басқа масштабта сызуға болады. Бұл жағдайда қима белгілерінің (А—А немесе Б—Б әріптерінің) төменгі жағына оның масштабы жазылады ![](data:image/jpeg;base64,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) ![](data:image/jpeg;base64,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) ![](data:image/jpeg;base64,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)
(127-суреттегі қима Б—Б).
131-сурет
Достарыңызбен бөлісу: |