如何在pyqt中实现平滑滚动的QScrollArea

平滑滚动的视觉效果

Qt自带的QScrollArea滚动时只能在两个像素节点之间跳变,看起来很突兀。刚开始试着用QPropertyAnimation来实现平滑滚动,但是效果不太理想。所以直接开了定时器,重写wheelEvent来实现平滑滚动。效果如下:
在这里插入图片描述

实现思路

定时器溢出是需要时间的,无法立马处理完所有的滚轮事件,所以干脆自己复制一个滚轮事件lastWheelEvent,然后计算每一次滚动需要移动的距离和步数,将这两个参数绑定在一起放入队列中。定时器每次溢出时就将所有未处理完的事件对应的距离累加得到totalDelta,每个未处理事件的步数-1,将 totalDelta 和 lastWheelEvent 作为参数传入QWeelEvent的构造函数,构建出真正需要的滚轮事件e并将其发送到app的事件处理队列中,发生滚动。

具体代码

import sys
from collections import deque
from enum import Enum
from math import cos, pi

from PyQt5.QtCore import QDateTime, Qt, QTimer
from PyQt5.QtGui import QWheelEvent
from PyQt5.QtWidgets import QApplication, QScrollArea


class ScrollArea(QScrollArea):
    """ 一个可以平滑滚动的区域 """

    def __init__(self, parent=None):
        super().__init__(parent)
        self.fps = 60
        self.duration = 400
        self.stepsTotal = 0
        self.stepRatio = 1.5
        self.acceleration = 1
        self.lastWheelEvent = None
        self.scrollStamps = deque()
        self.stepsLeftQueue = deque()
        self.smoothMoveTimer = QTimer(self)
        self.smoothMode = SmoothMode(SmoothMode.COSINE)
        self.smoothMoveTimer.timeout.connect(self.smoothMove)

    def wheelEvent(self, e: QWheelEvent):
        """ 实现平滑滚动效果 """
        if self.smoothMode == SmoothMode.NO_SMOOTH:
            super().wheelEvent(e)
            return
        # 将当前时间点插入队尾
        now = QDateTime.currentDateTime().toMSecsSinceEpoch()
        self.scrollStamps.append(now)
        while now - self.scrollStamps[0] > 500:
            self.scrollStamps.popleft()
        # 根据未处理完的事件调整移动速率增益
        accerationRatio = min(len(self.scrollStamps) / 15, 1)
        if not self.lastWheelEvent:
            self.lastWheelEvent = QWheelEvent(e)
        else:
            self.lastWheelEvent = e
        # 计算步数
        self.stepsTotal = self.fps * self.duration / 1000
        # 计算每一个事件对应的移动距离
        delta = e.angleDelta().y() * self.stepRatio
        if self.acceleration > 0:
            delta += delta * self.acceleration * accerationRatio
        # 将移动距离和步数组成列表,插入队列等待处理
        self.stepsLeftQueue.append([delta, self.stepsTotal])
        # 定时器的溢出时间t=1000ms/帧数
        self.smoothMoveTimer.start(1000 / self.fps)

    def smoothMove(self):
        """ 计时器溢出时进行平滑滚动 """
        totalDelta = 0
        # 计算所有未处理完事件的滚动距离,定时器每溢出一次就将步数-1
        for i in self.stepsLeftQueue:
            totalDelta += self.subDelta(i[0], i[1])
            i[1] -= 1
        # 如果事件已处理完,就将其移出队列
        while self.stepsLeftQueue and self.stepsLeftQueue[0][1] == 0:
            self.stepsLeftQueue.popleft()
        # 构造滚轮事件
        e = QWheelEvent(self.lastWheelEvent.pos(),
                        self.lastWheelEvent.globalPos(),
                        self.lastWheelEvent.pos(),
                        self.lastWheelEvent.globalPos(),
                        round(totalDelta),
                        Qt.Vertical,
                        self.lastWheelEvent.buttons(),
                        Qt.NoModifier)
        # 将构造出来的滚轮事件发送给app处理
        QApplication.sendEvent(self.verticalScrollBar(), e)
        # 如果队列已空,停止滚动
        if not self.stepsLeftQueue:
            self.smoothMoveTimer.stop()

    def subDelta(self, delta, stepsLeft):
        """ 计算每一步的插值 """
        m = self.stepsTotal / 2
        x = abs(self.stepsTotal - stepsLeft - m)
        # 根据滚动模式计算插值
        res = 0
        if self.smoothMode == SmoothMode.NO_SMOOTH:
            res = 0
        elif self.smoothMode == SmoothMode.CONSTANT:
            res = delta / self.stepsTotal
        elif self.smoothMode == SmoothMode.LINEAR:
            res = 2 * delta / self.stepsTotal * (m - x) / m
        elif self.smoothMode == SmoothMode.QUADRATI:
            res = 3 / 4 / m * (1 - x * x / m / m) * delta
        elif self.smoothMode == SmoothMode.COSINE:
            res = (cos(x * pi / m) + 1) / (2 * m) * delta
        return res


class SmoothMode(Enum):
    """ 滚动模式 """
    NO_SMOOTH = 0
    CONSTANT = 1
    LINEAR = 2
    QUADRATI = 3
    COSINE = 4

写在最后

也许有人会发现动图的界面和Groove几乎一模一样,实现代码放在了我的github仓库。如果这篇博客或者仓库中的代码对你有启发的话就点个赞吧٩(๑>◡<๑)۶

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转载自blog.csdn.net/zhiyiYo/article/details/107557814
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