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)
Рис. 16.3. Пример динамического изменения элементов управления Панели свойств:
А— ни один объект не выбран; Б —
выбран объект «прямоугольник» ![](data:image/jpeg;base64,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)
Динамическое изменение состава элементов управления на панели свойств происходит при выборе соответствующего инструмента. Если к объекту уже был применен какой-либо инструмент, повлиявший на его свойства, этот факт отображается в строке состояния. Например, объект, подвергшийся воздействию инструмента Interactive Contour (Контур), в строке состояния отображается как Contour Group
(Группа Контур). Если вновь выбрать такой объект инструментом Interactive Contour (Контур), то можно изменить любые свойства ранее созданного контура. Такой механизм действует и применительно к другим инструментам.
Строка меню
![](data:image/jpeg;base64,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)
Некоторые инструментальные средства
CorelDraw доступны только из меню, если пользователь не менял заданную по умолчанию конфигурацию в окне Options (Параметры). В частности, к ним относятся:
• средства обработки растровых объектов, сосредоточенные в меню Bitmaps (Ра-стровые изображения);
•
![](data:image/jpeg;base64,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)
средства Adjust (Изменить), Transform (Преобразовать), Correction (Корректиро-вать), Add Perspective (Добавить перспективу), Power Clip (Контейнер), Rollover
(Перекат), входящие в состав меню Effects (Эффекты);
• средства управления параметрами отображения из меню View (Вид);• инструмент Break Apart (Разбить объект) из меню Arrange (Упорядочить);
• средство записи сценариев (Visual Basic) из меню Tools (Сервис).
Часть инструментальных средств и элементов управления можно открыть в стыкуемых палитрах. Однако принятая по умолчанию конфигурация интерфейса принципиального значения не имеет — пользователь всегда имеет возможность составить по своему усмотрению любые конфигурации панелей инструментов, меню и прочих элементов интерфейса.
Специальные средства CorelDraw
О программе
CorelDraw традиционно сложилось представление как о мощном и удобном средстве создания рекламных материалов, логотипов, иллюстративной и художественной графики. Действительно, именно в этих областях программа имеет самое широкое распространение. Однако не следует забывать о некоторых возможностях программы, превращающих ее в эффективное средство разработки инженерной и научной документации. С помощью
CorelDraw можно создавать точные машиностроительные и архитектурные чертежи, строить графики, иллюстрировать учебные материалы. Для целей точного позиционирования объектов относительно рабочего листа и друг друга, управления проектом в целом и его отдельными элементами служат специальные средства
CorelDraw. ![](data:image/jpeg;base64,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)
Диалоговое окно Align and Distribute (Выровнять и распределить) открывается после щелчка на одноименной строке в меню Arrange (Упорядочить). На вкладке Align (Выравнивание) предлагаются средства выравнивания объектов относительно центра или края страницы, а также относительно других объектов или опорных точек направляющей сетки. На вкладке Distribute (Распределение) задают равномерное распределение объектов относительно других объектов или страницы документа. Управление выравниванием и распределением, в сочетании с возможностью явно задавать размеры и положение объектов на Панели свойств, позволяет выполнять чертежи с точностью до третьего знака после запятой, что вполне достаточно для подавляющего большинства инженерных задач.
Очень удобно использовать в работе стыкуемые палитры. Их полный список приведен в меню Window • Dockers (Окно • Палитры). Пользователь сам выбирает те палитры, которые следует отобразить в текущий момент. Открывают окно палитры щелчком на ее закладке, а закрывают щелчком на кнопке Collapse Docker (Свернуть палитру), представляющей собой сдвоенные треугольники в левом верхнем углу окна палитры. Удаляют палитру щелчком на кнопке Close Active Docker (Закрыть активную палитру). Любую палитру можно вывести в отдельное окно, перетащив за корешок в область рабочего поля.
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/wAALCAABAAcBAREA/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/9oACAEBAAA/AO18M/8AIH/7Z/8AtQ1//9k=)
C.
16.4. Пример использования средства выравнивания и распределения для конфигурирования группы объектов ![](data:image/jpeg;base64,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)
Рис. 16.5. Пример использования менеджера объектов и менеджера сведений об объектах при создании сложного проекта
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/wAALCAABAA8BAREA/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/9oACAEBAAA/AO9sP+RU8Vf9hef/ANCSrPhT/jy1D/ej/rX/2Q==)
4 5 8 Глава 16. Векторный редактор CorelDraw
При разработке сложных проектов, когда число объектов в документе превышает несколько тысяч, особую важность приобретает использование двух специфических палитр: Object Manager (Диспетчер объектов) и Object Data (Сведения об объектах). Стыкуемая палитра Object Manager (Диспетчер объектов) является мощным средством управления положением объектов и контроля над их свойствами. Ее открывают из меню Tools • Object Manager (Сервис • Диспетчер объектов). В этой палитре представлено послойное расположение всех объектов с указанием их названий и свойств. Переход к любому объекту означает его автоматическую выборку с динамическим изменением элементов управления на панели свойств.
Дополнительные возможности по управлению сложными проектами предоставляет стыкуемая палитра Object Data (Сведения об объектах), где любому объекту можно присвоить собственное имя, назначить поля для его характеристик (например, используемых материалов, стоимости работы и прочего). В целом средства управления проектом и объектами позволяют создать сложные многоуровневые документы и организовать совместную работу по их разработке.
16.3. Рисование графики Создание и модификация объектов
Приемы рисования типовых объектов в CorelDraw мало отличаются от таковых в других векторных редакторах. Поэтому мы рассмотрим в Основном возможности по манипуляции свойствами объектов и приемы их модификации стандартными средствами программы.
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/wAALCAABADEBAREA/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/9oACAEBAAA/AO2i/wCRD1L/AK+l/wDSgUxP+Yx/15x/+ja1Lv8A1sv/AF7XP/otaz7T7lx/14D/ANDSrOpf8e8n/X1Z/wDoyl1D/kWtb/66H/0XWVX/2Q==)
Все объекты, создаваемые инструментами программы, обладают рядом атрибутов и общими возможностями модификации. При выборе любого объекта инструментом Pick (Выбор) на панели свойств отображаются:
•
![](data:image/gif;base64,R0lGODlhIAABAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAgAAEAhAAAAHNzc3JycpiYmIyMjKenp76+vqGhobKysqqqqrq6urOzs7W1tdzc3N/f38DAwNPT093d3c3NzcLCwtjY2NTU1NbW1vDw8ODg4Orq6uPj4/f39/7+/gECAwECAwECAwUZYBEYzYU5zwBFmSYBMHYQE5JQW6UIC2cxIQA7)
поля с параметрами его координат
(х, у);• поля с параметрами размеров по горизонтали и вертикали;
• поля для установки масштаба (в процентах);
• кнопка разрешения (запрещения) пропорционального масштабирования;
• поле для задания угла поворота;
• кнопки инструментов зеркального отражения по вертикали и горизонтали.
Состав прочих элементов управления зависит от типа конкретного объекта.
Операции с графикой
Свойства линии. Для линий, создаваемых с помощью инструментов Freehand (Свободное рисование), Реп (Перо), Polyline (Комбинированная линия), 3 Curve Point (Кривая по трем точкам), до начала рисования на панели свойств могут быть заданы:
форма наконечников, тип линии, ее толщина, степень сглаживания.
Контур. Все линии представляют собой контур (открытый либо замкнутый). Инструментами Bezier (Кривая Безье) или Реп (Перо) рисуют кривую линию (про-
![](data:image/gif;base64,R0lGODlhEAIEAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAABAAEAgAAAAAECAwICRAEAOw==)
Рис. 16.6. Пример операций с объектом с использованием инструмента Pick (Выбор)
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/wAALCAABABYBAREA/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/9oACAEBAAA/APR9N/5BXib/ALCT/wAkqXRv9Xq//X0n/oApNT/5G+P/AK83/wDQo6//2Q==)
тягиванием мыши в начальной и конечной точках сегмента) или прямую (щелчками в начальной и конечной точках). При нажатой клавише CTRL для прямой можно задать фиксированный (с шагом 15
е) угол наклона. Выбрав полученный объект инструментом Pick (Выбор) по окончании рисования, получают доступ к редактированию его свойств.
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/wAALCAABAF4BAREA/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/9oACAEBAAA/APTY/wDkB33/AF7T/wBahk/1Fx/2DrT/ANDNWv8Al403/r+f/wBFGq1j9/Rf+vq5/k1Zmo/8iPc/9gi7/rV0f8gVv+uVl/6FWlZ/8f8AqX/X/H/6AtUIP+PSy/3rr/0OtW1/4/n/AN6H/wBAWq+k/wCt/wC2lx/6G9V9L/1en/8AYLl/mtZer/8AIGtf+up/9BFf/9k=)
Для открытой линии специфическим инструментом является средство Auto-Close Curve (Автоматическое замыкание кривой), соединяющее конечные точки и превращающее линию в замкнутый контур.
![](data:image/gif;base64,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)
Узлы. Если объект выбран инструментом Shape (Формы), открываются возможности модификации его узловых точек. Для этого выбирают одну из точек и либо перемещают ее в нужное положение, либо воздействуют на управляющие касательные. Допустимые операции отображены на панели свойств. К ним относятся:
• добавление или удаление узловых точек: Add Node (Добавить узел) или DeleteNode (Удалить узел);
• объединение двух точек: Join Two Nodes (Объединить два узла);
• разрыв линии в выбранной точке: Break Curve (Разъединить кривую);
• преобразование кривой в прямую и наоборот: Convert to Line (Преобразовать впрямую) и Convert to Curve (Преобразовать в кривую);