Zxg 发表于 2024-1-24 17:37:34

圆形进度条使用图片作为填充方式,只能从0°角开始吗

当我单片机发送SetProgressValue中的值为300时,图案还是从0°角开始的,但是实际效果想从135°开始(本来想上传图片的,但是一放图片就显示帖子通过不了)





axaxaxzx 发表于 2024-1-25 17:40:09

调整起始角度即可data:image/png;base64,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

Zxg 发表于 2024-1-25 18:01:39

axaxaxzx 发表于 2024-1-25 17:40
调整起始角度即可

调整了 起始角度从45或者是135开始都没用,模拟一下我的圆形进度条是下面这样的
             270°
180°                        0°(360°)
             90°
有效区是135°到45°,然后问题就出现了
            

axaxaxzx 发表于 2024-1-26 10:03:09

本帖最后由 axaxaxzx 于 2024-1-26 10:04 编辑

doc.gz-dc.com/Control/15_circleprogress.html

Zxg 发表于 2024-1-26 11:20:55

axaxaxzx 发表于 2024-1-26 10:03
doc.gz-dc.com/Control/15_circleprogress.html

OK,解决了
最终自己在hmi_driver.c里面建了一个函数(如下),可以实现进度条精准控制
/**********************************************************************
** Function name:    void Set_AngleProgress(uint16 screen_id,
**                                          uint16 control_id,
**                                          uint16 start,
**                                          uint16 end)
** Descriptions    : 设置圆形进度条
** input parameters:screen_id:画面ID
**                  control_id: 控件ID
**                  start   : 起始角度
**                  end       : 终止角度
** output parameters: 无
** Returned value   : 无
*********************************************************************/
{
    ……
    Set_AngleProgress(0,1,180,360);//设置画面0、控件1圆形进度条的起始角度为180、终止角度为360
    ……
}
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查看完整版本: 圆形进度条使用图片作为填充方式,只能从0°角开始吗