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不錯的qt5曲線例程
代碼片段和文件信息
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**?This?file?is?part?of?the?Qt?Charts?module?of?the?Qt?Toolkit.
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#include?“callout.h“
#include?
#include?
#include?
#include?
#include?
Callout::Callout(QChart?*chart):
????QGraphicsItem(chart)
????m_chart(chart)
{
}
//虛函數獲取區域大小
QRectF?Callout::boundingRect()?const
{
????QPointF?anchor?=?mapFromParent(m_chart->mapToPosition(m_anchor));
????QRectF?rect;
????rect.setLeft(qMin(m_rect.left()?anchor.x()));
????rect.setRight(qMax(m_rect.right()?anchor.x()));
????rect.setTop(qMin(m_rect.top()?anchor.y()));
????rect.setBottom(qMax(m_rect.bottom()?anchor.y()));
????return?rect;
}
//重繪
void?Callout::paint(QPainter?*painter?const?QstyleOptionGraphicsItem?*option?QWidget?*widget)
{
????Q_UNUSED(option)
????Q_UNUSED(widget)
????QPainterPath?path;
????path.addRoundedRect(m_rect?5?5);//圓角5像素
????QPointF?anchor?=?mapFromParent(m_chart->mapToPosition(m_anchor));//返回圖列的相對位置
????if?(!m_rect.contains(anchor))?{
????????QPointF?point1?point2;
????????//?establish?the?position?of?the?anchor?point?in?relation?to?m_rect
????????bool?above?=?anchor.y()?<=?m_rect.top();
????????bool?aboveCenter?=?anchor.y()?>?m_rect.top()?&&?anchor.y()?<=?m_rect.center().y();
????????bool?belowCenter?=?anchor.y()?>?m_rect.center().y()?&&?anchor.y()?<=?m_rect.bottom();
????????bool?below?=?anchor.y()?>?m_rect.bottom();
????????bool?onLeft?=?anchor.x()?<=?m_rect.left();
????????bool?leftOfCenter?=?anchor.x()?>?m_rect.left()?&&?anchor.x()?<=?m_rect.center().x();
????????bool?rightOfCenter?=?anchor.x()?>?m_rect.center().x()?&&?anchor.x()?<=?m_re
?屬性????????????大小?????日期????時間???名稱
-----------?---------??----------?-----??----
?????文件???????4780??2019-12-02?18:50??view.cpp
?????文件???????2171??2019-12-02?18:50??view.h
?????文件???????5344??2020-12-21?17:23??callout.cpp
?????文件???????2296??2019-12-02?18:50??callout.h
?????文件????????199??2019-12-02?18:50??callout.pro
?????文件??????22815??2020-12-30?08:13??callout.pro.user
?????文件???????1561??2019-12-02?18:50??main.cpp
-----------?---------??----------?-----??----
????????????????39166????????????????????7
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