![Загнутый угол 26](data:image/png;base64,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)
IV. Ой қорыту.Сабақты бекіту
Топтастыру(оқушылар көмегімен)
Қазіргі компьютерлік графика қолданылу әдісі бойынша мынадай негізгі салаларға бөлінеді:
Ғылыми графика. Алғашқы компьютерлер тек ғылыми және өндірістік есептерді шығару үшін қолданылды. Есептерден шыққан нәтижелерді дұрыс түсіну үшін оларды графикалық тұрғыда өңдеп, графиктер, мен диаграммалар, сызбалар тұрғызған. Машинадағы алғашқы графиктерді символдық режимде басып шығаратын. Кейін сызбалар мен графиктерді қағазға қаламұштың көмегімен сызатын арнайы құрылғылар – графиксалғыштар (плоттерлер) пайда болды.
Қазіргі заманғы ғылыми компьютерлік графика әр түрлі есептеу тәжірибелерін жүргізіп, олардың нәтижесін көрнекі түрде көрсетуге мүмкіндік береді.
Іскерлік графика – қандай да бір мекеме жұмысының көрсеткіштерін көрнекі түрде ұсыну үшін қолданылатын компьютерлік графиканың маңызды саласы. Іскерлік графиканың көмегімен жоспар көрсеткіштерін, есеп құжаттарын, статистикалық есептерді және т.б. объектілерді көрнекі түрде ұсынуға болады. Іскерлік графиканың программалық жабдықтары электронды кестелердің құрамында болады.
Конструкторлық графика - инженер-конструкторлардың, архитекторлардың, жаңа техниканы ойлап шығарушы өнертапқыштардың жұмысында қолданылады. Компьютерлік графиканың бұл түрі САПР-дың(систем автоматизации проектирования- жобалауды автоматтандыру жүйесі) міндетті элементі болып табылады. Конструкторлық графика құралдарын пайдалана отырып жазықтықтағы кескіндерді (проекциялар, сызбалар) ғана емес, кеңістіктегі үшөлшемді кескіндерді де жасауға болады.
Суреттеу графикасы (көркем графика) деп компьютер экранында ерікті түрде сурет салу мен сызуды айтады. Суреттеу графикасының пакеттері жалпы мақсатта пайдаланылатын қолданбалы программалық жасақтамалардың қатарына енеді. Суреттеу графикасында қолданылатын қарапайым программалық жабдықтарды графикалық редакторлар деп атайды.
Достарыңызбен бөлісу: |