Тип QML Glow
Создаёт ореол-эффект свечения вокруг исходного элемента. Подробнее...
| Заявление импорта: | import QtGraphicalEffects 1.14 |
| С момента: | QtGraphicalEffects 1.0 |
| Наследует: |
Свойства
- cached : псевдоним
- color : псевдоним
- radius : псевдоним
- samples : псевдоним
- source : псевдоним
- spread : псевдоним
- transparentBorder : псевдоним
Подробное описание
Эффект свечения Glow размывает альфа-канал исходного элемента и окрашивает его цветом color, размещая его позади исходного элемента, создавая ореол или свечение вокруг объекта. Качество размытого края можно контролировать с помощью samples и radius, а интенсивность свечения — с помощью spread.
| Исходный элемент | Применённый эффект |
|---|---|
<img alt="" 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 |
Свечение создается путем размытия изображения в реальном времени с использованием гауссова размытия. Выполнение размытия в реальном времени является ресурсоемкой операцией. Полное гауссово размытие даже с умеренным количеством образцов будет работать только с 60 кадрами в секунду на графическом оборудовании высокого класса.
Примечание: Этот эффект доступен при работе с OpenGL.
Пример
Следующий пример демонстрирует, как применить эффект.
import QtQuick 2.12
import QtGraphicalEffects 1.12
Item {
width: 300
height: 300
Rectangle {
anchors.fill: parent
color: "black"
}
Image {
id: butterfly
source: "images/butterfly.png"
sourceSize: Qt.size(parent.width, parent.height)
smooth: true
visible: false
}
Glow {
anchors.fill: butterfly
radius: 8
samples: 17
color: "white"
source: butterfly
}
} Документация свойств
cached : alias
Это свойство позволяет кэшировать выходные пиксели эффекта для повышения производительности рендеринга.
Каждый раз при изменении свойств источника или эффекта пиксели в кэше должны быть обновлены. Потребление памяти увеличивается, поскольку требуется дополнительный буфер памяти для хранения выходных данных эффекта.
Рекомендуется отключить кэш, когда свойства источника или эффекта анимированы.
По умолчанию свойство установлено в false.
color : alias
Это свойство определяет значение RGBA цвета, используемого для свечения.
По умолчанию свойство установлено в "white".
| Примеры вывода с различными значениями цвета | ||
|---|---|---|
<img alt="" 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JfErIwCMS5KUwtuxJClOmSypAyhI7UFaeuwCwoiRaqlWNpSyusK7Poys91AoxkVzHQ02Q/OanTHHY3JmmwyGzPJZHefc8697b23LWJmRnJ9btsPfKDw6//53/95zm0uhjWPvsjzLjg8sayuv0ITih+dJvWH0yF50Qob/t1/znSe6MSs1vAslrIAlxvBGnlXHD4uliwMf5mevlV7mlXMfmzRPj3T2dl5Ihos6mzIVhbAKpsApx8h1x7xvw/B39EsSwywDp9EdfpkJF5PLiFWnSfW8iyGsgppZUE9PTwyhq95yOD7YjoOR9IDf0YXik4RVgQZm9ffLp2B6lzTsyIrq0wicc1f/n13VinaEYt7B/z91GcA6/2zJ9kVAvb00iXMKnobRvMsBEuycHmssViVEp/Lc1qUv/8ThHW4tafnJDpoVjSwnob618JiJPgwZUkkS1/Vkvvx8JsWPfgDWGcRK6oYvE536IEVC1Y0zzo0YImoLIl0aazrWGolpsV/f7+bni6+2NMz2sMsAmy0ob6eqayonmUxOA1WJqyQsqTSpatd3amVMfymRUYOY+L09M0jo6M95GDyaiGsXteGFrNBd1ReYYiiLKk08++nulOzeU0LX/AH+R2EdVg72gHHaEfP6ChFDLqypUFfz1ZWJFgfmo0WuVxeEYJ1kKMsaebS1VPdWdl8DhDoS3Oq8q7vANajFmDV04GA9QAzAIZUptbr61/rWSZjAKOqCOiiKytzaexUOa9pob3ovO5asCzhVAejetADWD3V67nK4nrWxzbDUYKqotpoieZZAEuw1HygPK+Uv7c/pOczYFnzHazCHfm0gcCK7lm/MZsOyQmr6uqA7egaysoUPG4+ULydvzeLxJfPNNami8VbtR0dLXAw61UDgqVfw7P23bQEUVVXmy0hWAcPDvQ5DIYBJizB7WY6nPJ4sQOwLra1tAAs9KSRAavIyqI962OjLhBCVTNgo0PpJzqj0TXRn5TscLNgCb4NhlM+ngxzyclQLJ5qo1CRF4RM3RBJWSHP0ts+YciqptpG5srnzQaH27d3796dOx9aC9mwBPfJzSL5aPIoOaiKuz4Ti4WPWrilbIiirBMY1j5jHwNVdU2NYRBYWQaN3n4ZJgU10VfGhpWUdB9Oifw0eXqzAixrqqUteGB1PVM3RFTWmRkTgmWzBZiyqqlx6w4d7XN6pH6ECrMqSTaWcWAJklbHkMnz0bao5NAqFm8ZbiOFaKEXrVodSVl60+Cgft+HnSYLG1VNu+m8web2yUKoSnZ62sNhJYHJI9viXyOS5NB8F/y9tY1QooEp1Q3hnnXJaB4aMnXu05s4siqSOG3edpmMyeqh110WAVbylzy1LXpMik6G7HqmjqAso3EIyrjPeZ4jq6KiGbuMRrUXoyopsQ4UhsFKgkq+31VORoG8i1loGwz8/SwHljIEi1ZWvdOCWMHi5iCd2ClZFfmcUhlDVggV6KqwMJKykpJWroJt8S4/oG+vousjMazWVvS4i1G1PkGs1CxlmWwBxGrIag5wZeXzSLmyWvUOUCP4MFjJyShtVfKtEVHMQjNlgDWFWKEDVdsrJCy2spyDGNWQRcdFVeQ3+jiyKpm0tkdY7tCw8r/s6uZdI+KYVd71nVj43nwrVRiZggkLsdLfPIpRyeUGZrQirKxSlrGXlGgcuoOFAy6baQaX0eGWMD0rOZnKD7xqRDSgQQN4sfDiSCujnimVjDYEWmoTaUH50ICOI6uiMq+Pjapk1Wr1OOzk6s7jnwAtefTlUlrP0tZ+Y+bG/nWiDiTdkMmFZ4dZsIiwgopS20bonQlN8nZsgJWfg6rhdm51aampiNQHwCtPVDjblYbAq3neHOMT9EUwUKZVIgsq1XLEBaSVlBZJjONSt43wJaVTOLloNI4JzVNhBWWFVTdokvKhZVPnRH5Iy0c4I8RWFotPOAJrwolS1lWHY1KHjAGZYVRyVwOP8vYS+Y8aU0aSlZBVnaJlO1Z+flpX5Az4gZeLRL3Zh8UHeABFuGEkb0iwsKw9A1662CQVYUhwEAFsBwutqyWPAuaphAqxKqOsApTVhpE0zzRhjViHF1vBuv4GMA6q6XqLhYWYYVpWS1BVBV9g8wOlPmd7WxZ2b10Bx4JotrjcUkiwEpLS4NGrErZII8HSptiY2M3vQEt/AWnxjEhDes99IIdS0kneMSKQlURMIdQAat2o4CJSjPnXdU0cTqw7s6sWxIF1vNaWCNuTNgCVBnbEhIScjPWv0VOvlpRKxRungdKW+A5rNU+obsQwUJRlGZVYQwwZCWbc/gZrDT9nrlwWdVNeyfC14YUrMT72OM3QFqIVUJ8Tk5OfMK2dQ/WqKGyULh1HmEaRi8jiqCw1A1KXRBVdbWukNmCDhfTrRLtHk2Ysdf1jjsiJngCK+2L5uNo/BC7AbCAVUyKSJSSE5+7Tlr00lAo3DICoBCr4eEnGJYa01KaGazO60InQZnPmslM7K7Z1bCwsALK66TQ67O72KLASE7HHb0B8QLcEjRFVvlRli2LWe2kPfbmREAL8MF0KpYLuQ6UthKq60BxCJXN7khhuNeeZ5HYgsFrxTPf29q7cezy9vDju8bgmwmGtkBz/tqWF78ubUvn9D1fyqkQx67y0h57Ag78jWFrE6pkiyEptGiKsUFwImHy0scv8djtDVpNgVhGMfXH8wu7d+/fv2rV/16+hXty+9kf73AQbVuK/uro3QFoYlkj135LJgiyVKCZhXbTopSHErKCyFCFl3QyNYmqqnZKgrPzWfoasrHZNBGNfvNGLUAGrXYjVb1GdO/fi2oyABSvxamNB1duSVjBWEVjbrxQV3SrOqhLlrIsWvV0hFD5CsA7D86KC8neleqaQMeEzlNGykrk8PsbUyp4Y3oEXxq/f2c1hdQ7qo69vTLCVlYiWiG8nmTJSaBwya5Eq9XO/70EBprUOlydLQwTrF8PDRFtg71QfOi2MsZXZTaMSOOaCHZhsd+SHy2plcTwyqnO3vf2cNky8gy7NfQvxAYfQjIwMHEPjsMFn5xVM+wXliBa4fOzrxEXv7SBYI8MjqBS0shTMUYzLRbOSGJNoWT20zyaGoepdGR+HBozE6t/XHJkCLqwd31K7F5vi4n5OYNB5KIRCDN2GeWVAH1alFk/7Mh8QWuQveM1qB9bRd4XvP0KsANhZBa0sG2MUM6AjqPb6HXN+epvL7qVUxcwLizemo6D66OvZibCzIcC6M3aqPK8UPlr6Q/9ZmGFWOTFQOIdu2hQL0irdnlq87Ou/BbRKY3JwPI1bxzoaYJF6QitrJhAaxbg9RFWyCU87vctld0xqNJxotXT9+tKF3XVcY8eoXlxz9IcleGC1Y8fz5sbivGxIh/ChQ5vAPxL300ODvoOwUJqdnY1yaMK2jFiUSoFWwedSKdBS4T9gTXHRsDZvpWEpKGU5A6EJXyHFyu/yULJKm5vt12jYeeHOwo3F3ro6oqr9BFVQVt/AqidSKMW0vmpuLE9VlabEwOojHjcKYfYTCg2ElRufkq16mZW3vVKE1JWbm4voqbIKHvRLFwuy0I/hp2usrIOw3psirOBciJXl1IUmfFIvkZUAAgORld2aX8KR1cLMOJCqC+tAIqvlmYnICR7Dune5+cCx4tQ8VXYprD9igswwtCCyH728yRG9/P6HW8WESw56h3igVZWXWrAsmbySlVdVmkJaNMqbkQlNLYZ1ER2oC5G2bKEdwXabn7iV3YeN/aHd089ABaw+XfAsLiFUdRFRfbPsmYu23MGwfnXvH3+qPXC8u7ggFT54VVWQWVBowd78MbBiSq/8T+NfflCMmg7eAH470BJVbs9K/ctE+/95O/+QNtI0jost0bZSkJSi5KApLSU9wfwjt1iFRbMt2hZpqCUeeHvgZpFrQRbuH6enFK2/QHB0KxLbG4hJJj9OJ1MSiQlJiZEk1h+4l1SUW1ewBo7W4qH+IWxh4Z7nnZkk2sQF++MJqMwfvsPn/T4/3ud9Z+LFyTqXm8SVdyQskNVTQVh3IWAlO3yUnciKttqIrAogVl1L98AFh491YRWaQVbogXGv3ZK16yDCqqra25xq6evW6lubNRqJWQ1AK0z5ZtGJE8dPmFIVWvDVVzN+Daq4puIczgcsppW6ErncTdk8ClWtEsY7lQVXEtYfBoHUPwVYd++ahpJtqxdkN2KGsZJ6Yd3IrV9Lk1WPgwsvCBU7QXVdQFUtySoxx/n5CGe2UZeOUBbSquqJv4mNjbU09HVokVkvMCPQBGYkiZ0SE+YxN0jzC2sU6pcvZmZkoZ/hXwOZCpiLQqBVC+LyuGxuBTIszBUSwAe8BFgtIqynTwcFZT1OdmIoworqJNHqrJ0pkFQFqBbYsHuhR0SVFtglWSXGudDabmNj425wNsTZLdndEGn1oK2txffebE4RZqAzfavETFcjOI4w6ccOWrUKdfnL8RcvXrheSv8VTVmjKwFftFh4hUr0UKkcSxvsMCwhZJn+nWRlFVbNM4CKNgIqiVWZg2Hdi8lWjOSBySRYFw/5/RtIqrHxZuNNsOCc12imM8MCVBKunn60tejem+3NqamWho5uQWcoBZx1Ib0fq9t3GZsyEM7Ly186aODlkYRbUaGsqVUBLq/FEoBLIi5JyHkZYQ0OCqwGJFY2ZEUZZCAr2mpcvyZ4YE+py8q50ttWB6NVYm8zDz4W2Hjx4QFCh3UZrapoNsxb6KGUBK/yAjQoWfbMZmyLhDOO/QgXV0KkLx6QFxQNmPxVEKLXa47pyqdIt8qpRirTkPKhLhQ56iJe4QhJg/QVgDQpeeNcg9dhtuMtldyIqk1NE9YPDbnBW9aS1Fw6iWgtx4fGtxI8iqhSrJmKrsztGWWZl9VSJsCQjtK7DJ5EI7m229Gn1veUKXQVpqBy3hsf0p6xFp5OrA35bpcsLNQNmk9paHdCCywGfhV2WIiXywvBFrOgyeUUwwEJUg/9CVhOV0o4gc/WW01p865bFKqKiGavbUXqwGZpEtbYR4n2h8XiCVFaHUAms7qNFvVb6SGURUJK0gNUdIW0Eo3uv9Bq1quLiMfeDcCWNuCABVohCCrhtlDugQF5ohJZcwTNMQCWUMKK+oIDFsixXKdcLsIAWCVnPxFaM2Xz1itV5ax1Q4aq5wMHYmdLDXStgNdo/vzEe8oXZ8bU6aRlIWN08JCuC6v7p+0E/R2dVVkpaEq87+EFcddV1iZ+a1bpjN3RI4+HCZZGXkmgJwrqNcnqQF5gCTA7AFAEzs4z1i5BX0HJhYXlOp9aOETccHCSwTGJ7wWq5araDqkw0WQlGjGcON0NvjI4uuFjuZDgUv3NwyZzRAwVWq0sR45Ex6xAqcEIQVkLKsnX/1cg/og2dl+RFgAmRygP6srh5j0IyUJdc7QmwLGpOJ2YANJ1C/MT2JsAYFWBNmYevGTtns1LrRSH+97rQzjvSuVf+Cw82Gw6zbNb0x3z96p/owqpSsCKrbaR7Im22yzNkwvhmDUE4sFtveW+tPueEoybOJzdgmDPJWOCDxUX2tNF7EIUsUAdZscbIBj0RLDTmz3MPDFTkAgytqYhp9w3NJWRixZsjWjdViNFOMlbKZjQyp2P9WtjjtcLp9bh/rczmm55PBqvpwJyazrFajc14rY8tcwQOu2eeTLViO6rVg3R0NLWOb29Et0Q3BEtWx+vrnsbrvovik1Ee9Ei8vqa90h1SVLPOM2Wxm+GX0TqSl0Wg8LK+G382terRWbcdk/d//SISF8d2CrK5MmLliq91m5Jxfr58pdTgZu8nOOhd70oJVlqbVg8YDskJWq6vBOd5kzN51wAI+NtmhxwIUDW6zt1Xf3QfAgluj1++MXgc3DNYDrMm674Kf4qCSyKtI4nUOKy1ABh/dcphnWYZhjEYjywc8P/O8XtvXocxd/l9DS8tkbGNx8UzVgs/lYu7l4KLZxk2YDdyEkbYxHGd0Os6XVf0gthdupOXAVBGa7C58IKvgrHfHbrRQlUcupFFYfc3qEkjYYDUkksCEwkQCry1hoCCy+lSwUvFL4HURVz0QmZQ1JDih0tD3PB5PgOd5trsvP+/1yv7+f+rr52Tny3r+euMbzESL6zNXzZEJQ4SzWxmzy0U7HA6naK5psIX5+fn+NFmlmlZpqILB2bklv9/vjXQODP0p+450CtabMX25qkLIO5B2iG+oFGpNM/DajJKhYgALgtbeJzx5k8YrnwxL7BwKTVkjJEu4BeC1HIms7P/22/7Yc1pWWtbT/00/LjnOlMpoe17OhIkzMkY7/HC5XItgC2DT8LfL7fP5wmAsmM8NFhpPWgjM6+XDYa9/LhokHrgUZoYqL/1+12G7oVmhxObbhQukpiHRt6IGeem7G6aiierqxHZsGybmrVr3KU/AibzIIZF87NkIs4VKQ99UKcpbO97ZO3MiK+9//fX9yitadvYMydxlpaWlBTRFDRjIrRg4jmUc0+l94z9nWgceENahMrTpfpN/wvL7ytrG99zlC2tXKJZPFJF0hbxK5CivX6LiaD+R54Y/5TajuJY5AWMKEyVgExReoZP3dkwuPwZY++/f76/wdHFBKd5w2fmzMlkxTQ0NjXx/7x5UXCbOCq7nADWxdp9roT9rYH9wVMV+ejXKW4+OWWVV2+IbhVN2khwJuph7TqmSl/e2al9FYbzgW4289jM82ikNiSe2cL8sqe9cZYlGO+lpz8nZWdlfWdmJ2JAW3DiwoitBWEPDIwPtbW3krIPBZHc75kFW81Bbgd+5phdGD9QLP2YO7GkVO1qUN9qOVFbs8JvbpPxOWr86CPe9ze/evtOUy3FHtOjz7P+kTRThBrOVX6grlxdyXZGcvMjr15GcHDNFF8PitqCgmEZUQ8MAa4CiaJu5jZwpvWea8Emy6t9wczuwsBlNHFVapcrQ05Ld5+1U1phVVjWV6avf8b5xE+YiiV5yNWnTIKuTn3V/MQ1a0SlYDjbvdLZ34vZQ0cmcvC4Ag4fUaboSUAmsngCtS7SMpi3f4mnltu87Od+8WC9c31qLj7McP74mqirZirmdUVairfrtdFZlvdJmfgs6uePLpzDaQ36qwSb5MRtax1t5X8CvXRxRtlkAAAnuSURBVO32POuSRnw2RFFUJapKkBWyevhwhEKGoDja8oS8qqCt8zHrmk9Fq634eMgb8s/Fd4/0wDQL+o10FlhT2mxf3SDiypc2SC8XfblX/2DnnnyhL9f+WBjzpBXkRFEEFYQrwurJw66u4SGCC11UZnkkPELXZjC441vpKXA3HgqHQ3Nrwd 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 |
| цвет: #ffffff | цвет: #00ff00 | цвет: #aa00ff00 |
| радиус: 8 | радиус: 8 | радиус: 8 |
| выборки: 17 | выборки: 17 | выборки: 17 |
| распределение: 0.5 | распределение: 0.5 | распределение: 0.5 |
радиус : псевдоним
Радиус определяет мягкость свечения. Больший радиус приводит к тому, что края свечения выглядят более размытыми.
В зависимости от значения радиуса, значение выборок должно быть достаточно большим, чтобы обеспечить визуальное качество.
Идеальная размытость достигается путем выбора samples и radius таким образом, чтобы samples = 1 + radius * 2, например:
| Радиус | Выборка |
|---|---|
| 0 (нет размытия) | 1 |
| 1 | 3 |
| 2 | 5 |
| 3 | 7 |
По умолчанию свойство установлено в floor(samples/2).
| Примеры вывода с различными значениями радиуса | ||
|---|---|---|
<img alt="" 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 |
| радиус: 0 | радиус: 6 | радиус: 12 |
| образцы: 25 | образцы: 25 | образцы: 25 |
| цвет: #ffffff | цвет: #ffffff | цвет: #ffffff |
| распространение: 0 | распространение: 0 | распространение: 0 |
образцы : псевдоним
Это свойство определяет, сколько образцов берётся на пиксель при расчёте размытия по краям. Большее значение даёт лучшее качество, но медленнее отрисовывается.
В идеале это значение должно быть в два раза больше максимального необходимого значения радиуса плюс единица, например:
| Радиус | Образцы |
|---|---|
| 0 (без размытия) | 1 |
| 1 | 3 |
| 2 | 5 |
| 3 | 7 |
По умолчанию свойство установлено в 9.
Это свойство не предназначено для анимации. Изменение этого свойства приведёт к перекомпиляции базовых шейдеров OpenGL.
источник : псевдоним
Это свойство определяет элемент-источник, который будет использован как источник для генерируемого свечения.
Примечание: Нельзя использовать эффект сам по себе, например, установив источник на родительский элемент эффекта.
распространение : псевдоним
Это свойство определяет, насколько большая часть цвета свечения усиливается вблизи краёв источника.
Значения лежат в диапазоне от 0,0 до 1,0. По умолчанию свойство установлено в 0.5.
Примечание: Реализация оптимизирована для средних и низких значений распространения. В зависимости от источника, значения распространения, близкие к 1,0, могут привести к визуально несимметричным результатам.
| Примеры вывода с разными значениями распространения | ||
|---|---|---|
<img alt="" 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 |
| spread: 0.0 | spread: 0.5 | spread: 1.0 |
| radius: 8 | radius: 8 | radius: 8 |
| samples: 17 | samples: 17 | samples: 17 |
| цвет: #ffffff | цвет: #ffffff | цвет: #ffffff |
transparentBorder : alias
Это свойство определяет, имеет ли эффект прозрачную границу.
Когда установлено в true, внешний вид элемента заполняется прозрачным краем, что делает использование прозрачности при выборке за пределами текстуры источника вместо пикселей края. Без этого свойства, изображение с непрозрачными краями не получит размытого края.
По умолчанию, свойство установлено в true. Установите его в false, если источник уже имеет прозрачный край, чтобы немного ускорить размытие.
На фрагменте ниже, прямоугольник слева имеет прозрачные границы и размытые края, в то время как прямоугольник справа — нет.
import QtQuick 2.12
import QtGraphicalEffects 1.12
Rectangle {
width: 180
height: 100
Row {
anchors.centerIn: parent
spacing: 16
Rectangle {
id: normalRect
width: 60
height: 60
color: "black"
radius: 10
layer.enabled: true
layer.effect: Glow {
samples: 15
color: "blue"
transparentBorder: false
}
}
Rectangle {
id: transparentBorderRect
width: 60
height: 60
color: "black"
radius: 10
layer.enabled: true
layer.effect: Glow {
samples: 15
color: "blue"
transparentBorder: true
}
}
}
}
© The Qt Company Ltd
Licensed under the GNU Free Documentation License, Version 1.3.
https://doc.qt.io/qt-5.14/qml-qtgraphicaleffects-glow.html