Qt入门(6)——Qt的界面布局

Qt提供四种布局:

VBoxLayout:垂直布局

HBoxLayout:水平布局

GridLayout:二维布局。

FormLayout: 窗体布局

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" alt="" />

水平布局管理器可以把它所管理的部件以水平的顺序依次排开,例如上图中中间的“Centigrade”和“Fahrenheit”两段文字,就是水平排列的,这个时候就可以用水平布局管理器来实现。

垂直管理器类似,它可以把它所管理的部件以垂直的顺序依次排开,例如上图中右侧的液晶数字和地下的表盘,就形成了垂直排列,这个时候就可以用垂直管理器来实现。

Grid布局管理器可以以网格的形式,将它所管理的部件以一定的矩阵形式排列。比如上图中,所有的部件一起看,其实就是一种矩阵的形式来排列的。

这种布局生成的格局比较单一,这时候需要另外两个填充控件,来生成整行或整列的格式。

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" 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注意:使用Spacers控件时,必须要放在layouts中的布局中,否则无法保存。

示例:

1、往界面拖入一个verticalLayout

2、往verticalLayout拖入一个spinBox,然后在拖入一个verticalSpacer

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3、拖入其它一些控件

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" alt="" />

4、选择这个格子布局

aaarticlea/png;base64,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" alt="" />

将得到以下图形

aaarticlea/png;base64,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" 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5、在没有使用填充布局时,控件一般是平分的,有时需要调整一下控件的大小分布

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" alt="" />

6、完成上述部署后,如果需要随窗口的大小进行变换,可在界面上右键->布局

选择一种布局即可,这时你的界面将随着窗体的大小自动伸缩。

我们再设计一个布局:

整体效果来看,以QGroupBox为单位局部效果较好:

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" alt="" />

对应代码如下:

QGroupBox* rotateGroup = newQGroupBox(tr("Rotate"));
QFormLayout *formLayout = newQFormLayout;
QDoubleSpinBox* rotateSpin = new QDoubleSpinBox;
rotateSpin->setRange(0.0, 360.0);
formLayout->addRow(newQLabel(tr("Angle: ")), rotateSpin);
rotateGroup->setLayout(formLayout); QGroupBox* fillGroup = newQGroupBox(tr("Render Mode"));
QRadioButton* wireButton = newQRadioButton(tr("Wired"));
QRadioButton* fillButton = newQRadioButton(tr("Filled"));
QVBoxLayout *groupBoxLayout = new QVBoxLayout;
groupBoxLayout->addWidget(wireButton);
groupBoxLayout->addWidget(fillButton);
fillGroup->setLayout(groupBoxLayout);
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