Үйге тапсырма беру: 1. 146-суретте берілген тетікбөлшектердің алдыңғы көріністерін фронталь тіліктермен алмастырып сыз.
2. 147-суретте берілген тетікбөлшектердің үстіңгі көріністерін көлбеу тіліктермен алмастырып сыз.
Сабақ: №
Сабақтың тақырыбы:
Күрделі тіліктер. Өткенді қайталау.
Сабақтың мақсаты:
а) Білімділік: Нәрсенің тіліктерін 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:
149-суретте сатылы горизонталь тіліктің, 150-суретте сатылы профиль тіліктің мысалдары келтірілген. Осы суреттерге зер салып қарап, тіліктердің орындалу ерекшеліктерін түсініп ал. Сатылы фронталь тілік алдыңғы көріністің орнына, сатылы горизонталь тілік үстіңгі көріністің орнына және сатылы профиль тілік сол жақ көріністің орнына салынғанын ескер. Сынық тілікте қиюшы жазықтықтар өзара доғал бұрыш жасап қиылысады. Осындай қиюшы жазықтықтардың біреуін олардың қиылысу сызығынан айналдырып, екіншісімен беттестіреді. Егер беттескен қиюшы жазықтықтар негізгі проекциялар жазықтықтарының біреуіне параллель болса, онда сынық тілік оған сәйкес көріністің орнына салынады. 151-суретте сынық тіліктің мысалы көрсетілген. Қиюшы жазықтықтардың біреуі горизонталь орналасқан, ал екіншісі фронталь проекциялар жазықтығына перпендикуляр болғанмен, горизонталь проекциялар жазықтығына көлбей орналасқан. Екі иінді иінтіректі осы екі горизонталь және фронталь проекциялаушы жазықтықтармен қиып, оның жоғарғы бөлігін ойша алып тастаймыз. Иінтіректің оң жақ бөлігін қиюшы жазықтықтардың қиылысу сызығынан айналдыра оның сол жақ бөлігінің деңгейіне дейін бұрамыз. Сонда қима горизонталь проекциялар жазықтығына параллель бір жазықтықта орналасады. Енді иінтіректің қарастырып отырған жартысын горизонталь проекциялар жазықтығына тікбұрыштап проекциялаймыз. Тетікбөлшектің қиюшы жазықтықтарда орналасқан бөліктерін сызықтаймыз. Түсінікті болу үшін 151-суретте иінтіректің бұрылған бөлігі алдынан қарағандағы көріністе нүктелі үзілме сызықпен көрсетілген және проекциялық байланыс сызығы жүргізілген. Сызбада бұл сызықтарды салудың қажеті жоқ. Нәрсенің жұқа пластинка тәрізді бөліктері және беріктік үшін қалдырылған жұқа қанаттары, қиюшы жазықтық олардың үлкен жағын қуалай орналасса, тілікте сызықталмай көрсетілетіндігін біз бұрыннан білеміз. Сондықтан 151-суреттегі тілікке қарап, тетікбөлшектің беріктік үн шін қалдырылған қанаты (қыры) бар екенін көреміз. 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) 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oR3SYtYzPYLouhY1xw2nSTHxobBEbuiFCiBCo8Q4J886lG4vbkeZ9eRNxAHaulZ+JOaIzKgN6DnOLjUcTdC8+RF8kac5YTTsRTPNNMQSd1qNxe3I+8fW+jrzKMKQw6kaGNnhjLJEiEwOPXJaJrpic7oXnyIhY+icsZTVEWMHzz1VKbZcP8AtN0doa2GPhoUSrrOflyOZoGJ20J6NfApksxwPag6bMJy80ZiFj2L+mv6aOjEMu6lC0oZ17P/AJEGirb1pbk4ND5TxO7FNJZN289/+E/BmrDqmm80MeuXcnGIAJGQkP8ApnAY5/wv/8QAKRAAAgIBAwMEAwEBAQEAAAAAAREAITFBUfAQYXGBkaGxIMHR8eFAUP/aAAgBAQABPyF9LLG00bw4rISTBxpHoSCOPq44+gDEQEMoIcs7a/eChrA9LEf4qXaQwmMwnJJcaM6QIFYKDasPp0L0AlA2ewNedo5X4IyxtBxgRnvFk1ZnsE5hTKgO1D8v8R+FMyEBug0pB5TDgowaw7EZA5IAgCzZUCwJWWgoTyIosSiSyJ79D0KIfEKRcFRi5jSV1hAWg9YdFZYSEC2TlrHchbEg9CVBBLERZE/3kuwiYKWgd7vGgAKo4C/0T/cdKCi4wSOOibN4Y44FxS3YDECQMDI1M5RqafAnjhqBnWAynNumfxPlfZ02ZiHJ4A8EQTUfZE/ERcjboCiGoE9CHBovffBppD2mzxGOkxYhMRvFNgDUcPoF/EtE5C2pnazKBHzHUMUM21BgM109rEYmZ038w6ldoRPvDAgmjUV/YlFnYdAc7bpeQP8AuPTOaHegkkupWlP8g/yMwwlhTUe0BQQAnk9IHA16cviX832QjVZQVUaowZQ67kzHWtr3hkwUz8vURFoRiDVG0C90pbUaULnDdoRUztQDa1gEbQyEOsc4wflotcE/IlQMyPtCSGlR7wyKSE15jcHMs7Q5asUHDA8Q95Y4kOWwagqkYHgRTQ5d0KiRQciFQQgm1EW60FIhvVKVQageXThO0qxzwnwYQCQgB2AHF5Hq/wCpawdj6tzwtdftCHg+4K8jpb+ZfuyfdvC8P7+n40x+DmtmH2BiAPdLMMlyKDTJj4OAEKKVAAyCfWAmIVT1PTjNxAldgZr7gYxaLuAB06U88TAhqi8vMUfRVnv0jfxLP5mEX0AIYEEk8If9QlgJwgm9VBAWCh/RHxxXqmZ/mRhNAOR3JinKdugs6WOay/uAXA+YQytQQmQzA39NqIQ+VGoHxgDfTkt+kr+Ib4d9AYgMzat1Jx9XHOC7dOV36DVchUfEgJIwLwcUo46CCz1gBowM3cDiCxjK7d0fjQxzM9MTqPaE7QoO88F3HFWeZghcGJPTmO0cQxBrPQ8BIIZImwpbdZ6BwPoAvi/5CsJa5pcJrhU0D7CblMqLXPT40Dx/ti6qKIRGzlmDFGhAil+RiKLo84AUHAaJQGiVahbjlxLeVjNlsYxsG0R5hCIyQTb0Bl1iibCo6N6U5feOeCSTQH/TARV7ghdQRWINw1fo5cuPzDl9H5GRL6kjkEgfFgEFgHPB/JRHynJ7iWEBSuB7wgPYGFc4TfpP2pXj3HSSwaALB0sTFan9liPWXBwENTRqTDDhD+T2gBFUiky7QDMmTPHnIhxSSBM+fELk7Rx9Em0peZoHhwZstppgHxwfyEFoQ+SeYoWAS3C6E5/E5PfpUQhFAYUoro5lGAgcmK9ciFrIsB4gbQmoHhEdlP1FAAKTqDj5nGdvwQYNTPhm8DSqNCyMGCkRQVdcZGnDLi8zPSLPxPbRKLoUvRFYR7FiyBkIr1liUAqa7geYJMScnaDnSAsCNKQXtBOGQ/ejf6hYI4MNKPGCBq4SK/pGYi1/7T1Rwd/MLv6SGFUHma9OSHIvqSedcEkBW01Rd4dBqbPqFgqbK1loY+NtHOd36Emlw5K2Rh6l7fr6hGAJJsIX2Pf7g4UuCowQgpS7BOY36ckMGTAg8CE82IBIGVnxCuPc4oEIpdxCXeq3lfNn7HeU4FQhwQWPuPoa5LtAAjOGUIEwwfthwSUwgLAaIEPiGjZB19fuJN6pxj6g2eBLfmCAWNGBAL6YRaOhAyDCnLqqAr3gCYDIwSy3LNcIcNmBEHkaQhGG6x5igwg8raOUuAtgbQCYiSBBGChsNgtktGOJfJQQVZ5HT0gmZmL1+Yc8ELN6EA6GHKCenj0amAHgYmcK2KggMJAMw2cHmCuRcHMuosI6lUJRC0Hj1EvJXJQc1hpwgv6QBRtmTpJw27ocGHTM+jhGJwG0P4vuPoAjzsdHGbw56kmiRhp06T6b/cQEF4OOdoWHBS+ggiiJKwSpBQ7ft0OIQI7TK8BO749pz/znD/OMy3kB9onAAgjs+IJ0aIf8IOVfUxgvNp4RpcVhVP8AAxRmDW9n/kqEDItkKwOiFhHlX2J3U009L+jCFhmhDUCqCTwWMJsIl0Clx52idoQOgi7Cdge0/wAiePGneERptQY9NYphx5g5RQL0douwibCKazJg7R4dw3BCKwRH0nQ4P6jwMjAqB/YKHhAkVu63x/3fiUFc/mEqbgK/LgPNGEQgBKMYeDEmbCiT2hcSTk/2AIo1CgdO6JBo8QWdgoAAfEBQgZBNg5VfqAIWiMz4z6fhYedvw7mKJT/EQsoRQFzPSGPXp8n6fh6/+YYlS7YcPJUBLaVoa3AJCignxn0/Dg93XWsAGFIEqF8YkWWQtxFoR2TQlRZGCiIuA5AiY9z05nb8Bo8YtqNj9gWse8QuwDlBExKjY/mHowSAgAnT8F1rGBeTMwZXRnn7TCwQgSDQFiOYOQI0coAZZFlc4XM9nrBO80So44xyuRiM/mP/AIG1N+w4/gbEBC5gXtMDcZLA1Ee6ERyCgcrEGKm9wB2fJ9ob1FYDEUVmDH/gJbaSmYAAQCAhxB0Yvx//2gAIAQEAAAAQOwP9ShX+nNsguftrOb2lxC1lg+wLmbQIpTng5rPoFlL6No9hBWYfe4NdE0NZ3KiaZSZfSUYMc7V7rnN/XYnX/HYd9vr89z+iv/f9+Y2fv0/F3//EACgQAQACAgIABgIDAQEBAAAAAAEAESExQVEQYXGBkaGx8CDB0fHhMP/aAAgBAQABPxAm74hmtSwaDe09u/mOhdpyqZYsRlr5AyZ3LdTKXBxNdQ1xuemLRDACVXgmW3ywAsKu32S1nQJoRoGqvS+0zILjP8AQ1L9Zoej3H1hsdzrUEZgDhUrevOWqqGy180agwGAtXlQCjaqHvBAkBW0gaUBgOLagEKcOvBRYyi9SzTFp3RVzUJK4jlhQvsBAHuYt2Lb5tlHrIWkNYDkurDUxLl+Aq4i5iIdxLInwi5rNNgoutQH8JG0svqHUBWhmHRhTTWJbfRDboWMFVh684RUgEDb3qVogoxy8FZhQoYspXAO4EKNmXgg96uHd9y7RqtverNTn9AbQTNlTGCUy2XXmuIqTOjYxa1MovFoYIzWurp62Y8HC8GYEWgSiNNMabxycXkvhY0mPOXtYRrkcbrQ1gJhMdT0Qj6Ibim1+l6R9K/mn9TPXIvMMcombRZQRBrnFITN9MOXjdGXhnMWAwv65jcmNckUI53ZCx5n3BdXvylYS8SAqHzb48Ee6iMm88LIiYRLAlx5O4RsJWdk5KA3cVI/VQ2CZlEwbjUAf1fmbKuXYAqtCofhmIHsgzEOjuuuYHKfBb6Hnp1rwGCd/lR4mJTJkvruNPDiuBB9/c8PmUq6v3ImqrlNMQ0jLuwn/ALLRsW+s66GHctH0DdEexg+8IZrsgzzSEuJ4ShHyKqLXHwAv3ga36ArKMT9n5lMZaI1Vkm4bo/L8R1BGs+02gnfTK5qaA27AsV3w75trc2OZgPstS8GuX7UTaqxsQcq3DcG7Vj4ds/aWVd88M56Sl31ZiKN8a1vSrbnBFD5cQQroOLmeFxoXNKUnZDArCK4BURi0Sz7M5UW1wXKOXrm1j6mFPaVTPtKbM4/mVB9BeKgtY7uvtCIhaKkmCzDXZCvk2yZrGgd8TZRXED7TC1WXLcMxPsiv1fcKz3WzyYaAT3snNdQ5rjEdT87M9Eba10SxKmVfPogMqKgg2dYwwjkqXo9Js/5s0K+PqLCKabj1U0/MtfHDsVcRsdCssGtEFqtpzxHohs9HTfgP0eZUeaRl3ok07IwCqmi/iJsrFOBloZM3xLhy8rhEK2BytWPMQZze0aiNsF1evmjWBvYZ4cFFzcg8P7SOnOT8+KeBqXJ+wIjLvPRsInXTLEQUV+RBHrmZOKLzQqy5e/zYL3AWDTVeRprn8rwIttr/ANjMsigoRNKwo3YDlNPH1GigboqUoqVEoFv2jyZsMeuLS01BXqWnUCqwZ23w9H2/EuvYD7yie3mEHb5w4YqIenND1GEYIrWOzArd3mVKdCy/1uCuqiKjpz5ysLT0H+zKe+SgMzPmS0BWv/WTtA1Spw7C/JAML8kAsWaTJRLPHmQwQs/F0qldXeNkdVsYrd0LwvHniXADCaNleV+DxeDtf5vxLWVaj85bHtpb1oC2E4ZH5iqp2tstLcXzHBLblmPE4/3nRcWVDuqVsPnpjTdt5X3rh3ASxq6A8/tryYKAS27kg+0N7PMATPVw0V59YbMAKVpUKDLaJiHUr4E+XPgj3kxHT+fL6gJCQrRagltFO6i+Yk4BGpq6zXvKRW24hLQL4u2VsYWMWgswyuW8L9yCVoXaNMoaL92XCgV2IDJ3Wcc3C8YB7O2fQXemaSl0yC/v7XlHbyPgvoxLYWB0s3YGblFITsMLQQS2+PADm5SnyUel5yJoiXzKVuU7mq7JUoOL9Iy5CrtAqFIad/8AWawzlTJGh7yK8vsiFkVJathz21pkzsva0tnAT8PJhhBEVihYz9Woy2jK+pZuRsOkUFxXHgR5yhQFXsfPHAbdFFSt8VPeVlUPYck4xKErCgW8BVjAaLplU98z0S1UiFD21/c8nhd0HgrPnMvxEXP31+Au3OuHcE0/DQHf6q7NohmQlo2H2hvZ5lvgEBKDQbivmItRsp9YFF8PsCuX4jbWf9MDNTC1ZVZiy8RZhK3O/owSpq4MPmZbcUerB1FUV9bod+0BzgjUXV17EYu9QBpdE/uU0Df6AIQrhJkt0uryxxEpDGT5jTIz0QXqI+GswoVk7rrm5m9g5KaT9C+jfKgGXtCfj7V2bK8DQbDCtHZ7kssK7uTHPMtCs+C4eq/Eztw/3ZhrM6SjNRpYNpTcGhrhl9W9i5C2WwZj3AKdF50wasu+4SGyztoEaynSHHxEoFbfQY9Yiqsf2wV0SgZY8kXXUK9HlbOoCr1l5y8uLioJuLD0zM48o2FC85nJCzlAc8x18X4f7xQLbwz5Q5Qo3cSypVkp5wYp94jScbIyPRXvKtKyhVFFX6GufQ4aamoVTloOZjYfA0gSCQGUGFuAZA+f9glmgtcrs84FyEKTsgYTe1Bd0KXx8xdYVULHCQ1HBlc0UfhCVBKqONGGzgWGK6JhJjeb/Db7b+IlS8AHyl2ZbdR1BoRrztrUUEJlYnQdnyxLRIGS0swu0o9WpyvNcsNFaBPrKE5RixUoLi+iSsDl/LEdreStc/EGoytBbtbV5c79GkW0CFzJgr0aET1AEHuizXTwytYWkdCjEbbpq9ZWdxHtsYuwA2Mt8i7Zb4UJKE0Dy1nanvWfcShfAzmib5NDJBmC8gMdtQwGiFxhvt+H3K0zGr2QtRCz0QCQg7xu9kxfy4wafApirCkI3ZJAXDVpE2lo+M8S8loTzAPw0NQHZoNtr4zxbTyj1hJIrxY4q+zkldhaSu3BcsTs8H4hggMqAS0CSmkqnQhZX9S8jY63bMQRooIlQBlVcsFypTfULZr8CGik0NtJSHuqn+kuu/QhHz1tQcrKfmEH+0RWVOM3iUI6s0DIYL5vrmBLV2N6jk6eOZci5DZdZTt2c79S8XkZsKvgXp41DApXAeXiE58yMwvsM5jXJ6oagbxM9QfvWITZ/wCSIuOxvWzklqzP0bpCVrdH0S/IFYQndJknGThJFpURSkwps2vZnnhqNlNC+xq6xodnkOKXL7C/jhplErhZ1tPyPc83PBav6iy3r83gr4o1jij5QyqLWZWYnz+KOgu+bvCKUY7eyFiKxjOP4TWaxX7Il3mWM2MJ5yehB0Hwl8kHNZslcTq4W6PS6r2MVmRGoKyJ+fcaxcFtdEae90+z5LULLLgpMEN5/Apf0gGfyOKm0IxG87lG/wBw1O2obDGWk4clxICUHL3CQlqp8zg0JUp4BXPQhOU70XFWoQ4f1PONOrgo5wF7o+UpdRXZtcV7M6emOVHIztGW4b9xPNyrgJeOyv8A4O8u5Y4ULCXk1Z7kZW6w/IXkmVTaBKzD9U+HqgF0GCBdr4Smv4JZ/hGhmP8AxEJhOwOkCfu0a4NVyLRXnG3cpCt1PRZ9xFcdII/4Eeo9oQWKJL6FcQ8uGVWWYzUESCFziMuUyh5GbEq2pRiUPLDQLWA2Whd+LocMVfwHUpVh0rxKvE6wuwoPxAjoTzrgywJJWgnNyS3LCEG2IeYlEMHEHpWvlgVzUG9BWvnwWxriR6ad/JECiJEqaGNlcsR/wpF3Vrf/AFFE24FTRpQs9oaWjP8AB0KGz+ELyDZAe7MF/q+ss0VVRp1mI6I2Ug6y+BLP1p/CuF2sSSrKBUqYt6uBiHubtdDQDWS40azomWuWmqs7h4d/wcVS78eG0FZQo+fW99QZprxt0KcN2eUvnIGwTb1b/uWt4Asyt1coyZsG0ax6+BV+Bv8AD+FYuUm9IeSo0FWD3LjArGMEGT20yWFDeWliJk0IV3eU/co9LhEBatrI/wAH+bXJmuHicx21nnuV+9/MepDA4Ac9/mGZSdkF5XblYKX4FQjS91U238P9z/gf7jfiFCbcxGYtCB6kjYUQyfyWc+N//Pn+LDOZX/zZlREXTF9jUAYewLIKx3srHrMPqFgytEtRCzu4iGLkgCyFEtLMal9EKPa1C1Gsub4QbAdciS21u8JKpt+YAyOPOXRf8TbCc/wI/wAMuHMGHT3DRgYDib5pHafS/j//2Q==) 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)
152-суретте сынық тілік бас көріністің орнына салынған. Тілік фронталь және горизонталь проекциялаушы жазықтықтардың көмегімен алынған. Горизонталь проекциялаушы жазықтықты қиылысу сызығынан айналдырып, фронталь жазықтықпен беттестіреміз. Айналдыру кезінде қиюшы жазықтықтың арғы жағында орналасқан нәрсе бөлігін қозғамау керек. 152-суреттегі фиксатор Б деп аталатын тетікбөлшектің цилиндр тәрізді шығыңқы бөлігі бар. Фиксатордың бұл бөлігі қиюшы жазықтықтың арғы жағында жатыр, сондықтан ол айналуға қатынаспайды. Фиксатордың шығыңқы бөлігі проекциялық байланыста, бастапқы қалпында сызылған.
153-суретті көшіріп алдыңғы көріністің орнына көрсетілген сатылы тілікті салып сыз.
Достарыңызбен бөлісу: |