Spec-Zone.ru › Qt 5.14

Тип QML ConicalGradient

Рисует конический градиент. Подробнее...

Заявление об импорте: import QtGraphicalEffects 1.14
С: QtGraphicalEffects 1.0
Наследует:

Элемент

  • Список всех членов, включая унаследованные

Свойства

  • angle : real
  • cached : bool
  • gradient : Gradient
  • horizontalOffset : real
  • source : variant
  • verticalOffset : real

Подробное описание

Градиент определяется двумя или более цветами, которые плавно смешиваются. Цвета начинаются от указанного угла и заканчиваются на 360 градусов большем значении угла.

Применяемый эффект

<img alt="" 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

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

    ConicalGradient {
        anchors.fill: parent
        angle: 0.0
        gradient: Gradient {
            GradientStop { position: 0.0; color: "white" }
            GradientStop { position: 1.0; color: "black" }
        }
    }
}

Документация свойств

angle : real

Это свойство определяет начальный угол, где цвет в позиции градиента 0.0 отображается. Цвета с более высокими значениями позиции отображаются в более высокие значения угла и плавно смешиваются. Значения угла увеличиваются по часовой стрелке.

Примеры вывода с различными значениями угла

<img alt="" 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

угол: 0 угол: 45 угол: 185
horizontalOffset: 0 horizontalOffset: 0 horizontalOffset: 0
verticalOffset: 0 verticalOffset: 0 verticalOffset: 0

cached : bool

Это свойство позволяет кэшировать выходные пиксели эффекта для повышения производительности отрисовки.

Каждый раз, когда изменяются свойства источника или эффекта, пиксели в кэше должны быть обновлены. Потребление памяти увеличивается, так как для хранения выходных данных эффекта требуется дополнительный буфер памяти.

Рекомендуется отключить кэш, когда свойства источника или эффекта анимированы.

По умолчанию свойство установлено в false.

gradient : Gradient

Градиент определяется двумя или более цветами, которые плавно смешиваются. Цвета задаются набором дочерних элементов GradientStop, каждый из которых определяет положение на градиенте (от 0.0 до 1.0) и цвет. Положение каждого GradientStop определяется свойством position. Цвет определяется свойством color.

Примеры вывода с различными значениями градиента

<img alt="" 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

gradient:
Gradient {
  GradientStop {
     position: 0.000
     color: Qt.rgba(1, 0, 0, 1)
  }
  GradientStop {
     position: 0.167
     color: Qt.rgba(1, 1, 0, 1)
  }
  GradientStop {
     position: 0.333
     color: Qt.rgba(0, 1, 0, 1)
  }
  GradientStop {
     position: 0.500
     color: Qt.rgba(0, 1, 1, 1)
  }
  GradientStop {
     position: 0.667
     color: Qt.rgba(0, 0, 1, 1)
  }
  GradientStop {
     position: 0.833
     color: Qt.rgba(1, 0, 1, 1)
  }
  GradientStop {
     position: 1.000
     color: Qt.rgba(1, 0, 0, 1)
  }
}
gradient:
Gradient {
  GradientStop {
     position: 0.0
     color: "#F0F0F0"
  }
  GradientStop {
     position: 0.5
     color: "#000000"
  }
  GradientStop {
     position: 1.0
     color: "#F0F0F0"
  }
}
gradient:
Gradient {
  GradientStop {
     position: 0.0
     color: "#00000000"
  }
  GradientStop {
    position: 1.0
    color: "#FF000000"
  }
}
угол: 0 угол: 0 угол: 0
смещениеПоГоризонтали: 0 смещениеПоГоризонтали: 0 смещениеПоГоризонтали: 0
смещениеПоВертикали: 0 смещениеПоВертикали: 0 смещениеПоВертикали: 0

смещениеПоГоризонтали : вещественное

Свойства horizontalOffset и verticalOffset определяют смещение в пикселях центра градиента относительно центра элемента.

Значение изменяется от -inf до inf. По умолчанию свойства установлены в 0.

Примеры вывода с разными значениями смещенияПоГоризонтали

<img alt="" 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

horizontalOffset: -50 horizontalOffset: 0 horizontalOffset: 50
угол: 0 угол: 0 угол: 0
verticalOffset: 0 verticalOffset: 0 verticalOffset: 0

источник : тип данных

Это свойство определяет элемент, который будет заполнен градиентом. Элемент источника отображается в промежуточном буфере пикселей, и значения альфа из результата используются для определения видимости пикселей градиента на дисплее. Значение по умолчанию для источника — неопределенное, и в этом случае вся область эффекта заполняется градиентом.

Примеры вывода с различными значениями источника

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

источник: undefined источник:
угол: 0 угол: 0
горизонтальноеСмещение: 0 горизонтальноеСмещение: 0
вертикальноеСмещение: 0 вертикальноеСмещение: 0

Примечание: Не поддерживается вложение эффекта в себя, например, установка источника на родителя эффекта.

вертикальноеСмещение : вещественный

Свойства горизонтальноеСмещение и вертикальноеСмещение задают смещение в пикселях центра градиента относительно центра элемента.

Значение изменяется от -inf до inf. По умолчанию свойства установлены в 0.

Примеры вывода с разными значениями горизонтальногоСмещения

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KsN65J3VphIESw+YK34yKDaCuxApSoWuoXKafQQVZRVu2pxnefSuvY24pFRWteDFFaU1VwLxT1HdrudlSh2OFhN0v1PZRVQmWNCIrWXZJ3XK+Ay9qK2xdNStJis61UV1kyHRWGxwqJZyboCrOBgRX6vyrr85Rp9j/7P3t7eTpvVzfm5N0RgWx4tEtbxq1TwKqsI6yxNWKqvSF1pVmZUMaYxvPzlTSVZ1dptwwp52eM8toVo6dI6flgscGXpTZguOdyV3IKClY4qvqiP4eXPNbUXMAVSdWZBVg0LnoultiStprQaWXfrxUIchhzWhZmVmK70vGCqQi/qqqgm9snXykpJUVnNRjxXeeVtQVpU1tU+73cA64wdhNqVYLXMqoJfPbCimhhRkbxoUERW2opqiNBbMdgyaKnSenlWXw2bsEhl6XYHrnRbocFKqZJVRVCZRZVqSpJq/i8PK9iymkvaUmkpWs1/hu6CyOK7kGS1NrOSbbVkrHRUY9xUMSpkitYUDEqHVboVhS1Ei4b1GGSxXcjaXWU14K6sqCgs9l2pgWqyaycVD76QEEuqCuvHc7X00JWzxWlJWQcnbHII10IKS2fF66rNSkc1zkc1Yc8JXk15QTWy/k+tnX9HVWQBHH8MwbTOiBkWSU5APGaZDDsaNBAWJZ2QdgQ6kkboPpjj//9PTL1abt21Xr0kjOPrCBj9xc/53luVbofbQx5X4FKvXEpbaRD5eQhYF3/OWGQKycKSXZF1hRe7pFrCb6vzqOb19z3pBd2cPVoW04JhpLNotFWT1sWbu3xl6WHRrmRWaLHLH5Y1KvwGcemCXgE1GMzNNcNWSvEytX6lbSEta2ldvoOx8hTaVnxd4Ru7RXVJnn6Fww9d0Guk5twzmGvLGip1abPItfRBTGkhrG93ycrK6z2fhH4IqRXZ7PS+fqFjVdEPkpfsk68Cam4uSMWygpTiFeqytZ4jLSMtv7R+22UrS4SVFhaxeoKyylVp16pL1qKSVPnkq0gqMQWxdsH7tmRdO3BN3a5qS0/LY+0iLBmWYoXXFToE+QQuKauKfZCsrikvM1+GQkGBWANQ7fLidQUwZXMV2gppFbFyWLYVptKX1ZJcVeyDZGNNBaGBeUPgQcXf4xiC17YA2+GrS2tLptWFJcKKVnxd5fuCRaVEpTRFhs//Nl8qigYFTygrgMGql0ejOYqhLTstjEWmsGz1BGWlUCkfadEP/TqkBmWnAQ2KY2WpeJUQu96Ki7WlpsWwICzNio3gnkp1Sf6cbN7S2T43pFhHihTGArPtoTGLllZuC6UlsNgUxrAUK7qtopWgwquKfuinXNBhO81rUExnYEgxrO38u6yLnItqWyItBStbpbCEFVwY8F6/YK+qeeuWni7o5npiUIOSU/usNzys+DXULl7iykXbAi2cFsaiYelWoSu4L9CLFaeaByr95MNDN1/aUEUkxxSeZjRUnnyVoBfUbR4XaosMooYVp5APobCKWcllxZc6/YFG7POc1Hzn5HUxzflXMxwNVS/1xyB5n0dtJS06hwwLhxUXVrJSs0Ifmi6JqJRFRd4RHnQdecW5Q0pzUJazGmlkSl5UDMXF15aB5aeQDSG1olmRquhOX9I3Ohm++WMGhXKiZY1GSWqk50WXl/LTD9Xic+ixws2BTKFllQ5BWRWOypy+wUBf6JUbap3lRMIKY5i8RmIOh3pdNC5bS2ChsLIVrKucFa5qiS/1JWP4BsYligY1qFhO8Df0SWWNYBy143HI6sp3VKoV1xafQzSFPqy83MEqZZUmMFdFVpUWFf7MWCRVE5RcTnMsqVxW7GoEf+BicFFl79KrWjGtsOI5ll/vOaxk9YRaoYsV/T86tI9mBvQDPntD1S0nzYiUFR7spW3+obzWZy5VC+Zwl06hakUnUDkA5btTA/6ulBVUj+VkOWWsIQUbWlxIawddUiGurKVihSl8/Jhb4awoFRu/JZmUnLyuoLSAikSyrCEPTN1fYnVtq1o5LYoFYXErnYpGpTbVLyjOVBGTMYYt0rATjOW1w0bRa6G0MpZfWW1YfgjB6gm1IgOoSxmf7JWD4supH9JGfCGsEY4M3ShG8qI6FKsLaeVB9HOYsNqVlYeQWNlUfPz0t4JLbxboy6mX0YZSlkTLNwpl2bPVRbVQWoAFYYUh9FYhK0qFr5/i3smhCkEdpyGCpJR1YFHhX+V9FeraQXFxrTiHu3FlhbCY1d6eTsXGT5k9M6h1bTn1D4l9Y2OjcVYHFhg7IUcGF4sL1paGlRZWXO708KyMqsc7NoCTT8UOKROlZ3/BlHcTXaCTZhvkX9bqqLC6vldPyWMnqIVjJrHpAKUHxnOb6IuGQNrBRermy2ifWVUgMHZDGNRWNYhpEBSss99coK4VqSWwpDnWS5WQhWUSoLN9UeFhkhXNSvUkILZcWxhJWGpWdlDZ5vZjMkopErCwAAjI9siFcxURfiAu0YloJK4XFrGwq7bJZWE7VSEJjo5YtjiFiOvBoxcRSYDgvElfSCml5LDeF2YpSSSlclAyqNielJFVjvYNIwcqziMgATQUDr+3sBXEFrTatFuvOTRcWsyJURIpNXk8mWVIRqJNILyuLpc7IKuvyynVFrZCWm8PddgrbsKKVp7qQqZTZY04VTPyapGhsdHyvHxaI4f0V/kZLTMwjistp+bQSVgjLWaGshNQ82lDSqSakUjDH8enCUjJLlUkxuOIzLqz1qVtZLqzW6rPPgIpEBUHhC1SZCSN1buuTPuf80xzMDorPSM4lF4vHJOdqtRDWw9bKjSCiolLKlaCIdKy1U+vCng3/asuaoa8utBGtjE4l4opaP37psdwUuoXVWu0BFYbKc2czlRbz+inCbKgvVJaH8lTdanBk5vUvwAKX1/rq8xbr58etlcsqUlGowGSt742KA+1kxSguRlkz8oKvWbcbkLE1lrxarv+4tD797eY3D393VntfMCn61pwwOu7hda5nMbWAzQyeg1kXXHmpIbLI5bW+clh/PP796pO/AVXZiQF9zGD6/JsB6yB9yefAehVyQ16O69fnP35++dtv/n71p70Ll5JUnDqdyD68ThRMlUbH0xxgGv41MwQ74RKY43r+5eU7D6/+5KhaKBrTRwvm4zzNrPYpCqpmwWvn+cU/Xn+x5KG0bbSh/if/ORqnhtX7SWTD56/n52JF2eKv+Jwe1th/4W+EZ3+yubq4Mp2utc+//tJPM0v/jV2/Fl/umY3HyccbtX/t70+O3m0u3Fo9+2Zx+drK+/fT9lkLbunV9Zz7v3k1oYhx+q3jz8QDP+T7+y2Tg5pMjj5sbT69f/fZ6plf3hwuLjswJxbNgI3Q1RL+OWVFCtBgMjPi4fOZxYpYSxEqPhNP9W5r88qLt9+df7R65hPHdbjYgiUxMKNu3C5/83Sek5QV102WQX+eUR2zq1wTknJUzurf1xfePrj19aPVf5w5+/Kf0cuDebH3RExhW9PYTh2wsqzMM0O/6NUYSJgpSrVULitndeXF7e8f3D3/7J7T+uSXyNV6BbAoppgpbMq0rv0vBRtqpKyiWQEJmMYYykm1VO+2Xjmr6wstlkvr3mpz5szZlit7ObAsNg0vkHKvApvN9/EAG8Wme+Das44x7U+iFFA5q80rT18s3G+xzj97dGO1cXElrtaLgKXGmJlHq2Ir+p3KDDdoU1VNXM5pbEg5qmTlw3JY3909/3XUcnF5LuLVghExbTaZWg3bKSfYzMb1ShoTkjrKVMnqacK65bDuBa1PEBfyymB5j9lmPWvTZfom2NQhjZMSc8pJhaiAKlm9WLj99vsfHNb5rCW5CJgQmxpngMI27ddYzwQbjQgtpuA03peHXusEUkdAha2uXL++sHA/YSWtGFfgkl4YjIhNzWNz7Xi59Thgwz9ouFMUGueKJBOTilEhKm8Vw2qxHtwNaYFWiCtzMa8AxsVwZepV49hTWplWQ2aO7HCS09iGolQ+q2TlwgpYKS2vFUcxcJleFAxv/mlhNE+XTZSFF9NYmbpxKSlCBVkFKx9WxmrTcoMYtFJclIt4XctgmhghK5mdIlszpkt8jM86zYk2xajAKoblptAdhh4rp4W0LK50A1tWwOjtYtqxzoLVKbE14b2Ucc5JWVCaVI4qUxGrFFbG8mlhLcaleemF8ftY3WiunZStiThEaVwDRaggK2yVpjBi+bS4lp9FzgVeKTAM1inWuc7WOtmmFha/lStQTMpBJSlEFbMCqxBWwsJpJS0UV+bCXss8MAVMiNWvs7W+bI1xK/dMhtSRRQVWOSyMBWkFrRxXmMW0u+LZGPKiXqSwDrGqdWYYGRe3xggqKHEotKiAyrYKK8sdhj88iHOItWAUc1y8rnQ61oGpYvU3DbU1StloGyotKUVqYlMRKwgrY90FLH+BWEWjKLkKXgKsLDbts85kWDi3RikKS+1XUEFWrZVfWBAWxUJaN4gW5cJ5LepeZTCrsX63M5lbU9cUlUpUyOrVFljlsDAWmkMYREWLcL1JXGl/LdMrPgfrEssbrHadUbTGXOdWUxoVzCCySmFRLDSIVEvjOhR5hb7qwayzsv86m6ayJjgq6tRFlddVtmJhARZOK2uRuJS6WF4yMAWsWww51a+zhlBNBBWTAqoPnIpbWVgFrRwX5jqEmz2+3dO+KsBWzBVWv84auqWUppS1TrN6hbuK293C8mmlQdS1IC5el9ZXT7CV990XssI6a/Y7pGhVR5gKrSti5bG8VcbCcwhpYa0i16HqJQdSBasTE2kpo9mo03cUv9QBZNsKrDaxVQpLYmGtG5oWnkXJtUjGUfOqAlvpuFyo66xRmpJQqCotK2zFw2JYOC1dC8VFh9HIS56QFlgPMX2dubKU8fNWk0JVJCuw4mEBVlpaLC2s1WAtwcWnUY6jDKwSrPMGmzNrRFPqAZirwj/fbGlWJaxbKC1YW6gtEdfLEheZR3lCXjPBeomhzBo+fMoAHulZaV3lsG7HlZWxYA5JWrQtLS7JlX9w5PO4LA7IHmClPUbLIk1N5PxZWSlWIawyVpdWiEutC+cV+lpcLC2wAlgvsVjWUc7qiN/WRVZWVzSsOIUci6Sla4X3IZS4GBd4sXFctq/41WArNhaZv4m2q7IUZIW70sK6fTvdHFhZalp4y6O4lNUFXIeMi/Qlb6zprdZ6sBUN62iibCpelbhcbalWOay83wPWA1yWTEu0lePiqwveknjDx5H8NFS44utg3WKNGhWpys6KWWlhYSw6h4ZWWFzKon+pceG81L7MK34fsBWKxajwESiygnWFrEhYbGVhrFtKWpqWEZfgIsteWfflK74BZoo1E3b+OamjD/ISSrIqWeX1bpbF00JafHFRrpeYS51Gse6NBXY8sIaff5TqwzvlcqVbwRAWsXBaeBC5Fo0Lz6LgOtTyYrfV/5JyBjtxJUsQzdZIrK5QzwpLyIIFG1qNeJbxGLGgl2xoNsNDbKz3/3/xTPetqszIyKy6eCzNB4RORkRm3eb8U4J99WL9F6X63y/qVu8pVxQsQhYTq6j1oZUqXHQW96pH2GlEvDxfZCVaJJgMSaXdymtlh1BlIYpVTCtTy7Gl4DLW5eR6BbnINsT16gv2tY0hlerdGvu7jcHfWr0EYJUsPE4hinXrxHImX21+NXG4Arr+Bbm8fZ1HN4pBwSSWSmH1zrmKtFKW1cTSpuXR0ib/8YwBizXAtX+O5dKLI8HrPLpRDAgmdADbHqhCMOCKiXWj/d2KlaBl2JrMKCq4FsgV2leQkD3BxNd1O4Hv91EOEq2KvRvLysjial2pSQydK5LrFfHyfB3ROl8smFCpMmcPuGJT6MTK0HJs1TI/KFeGV7g9BgPJBRMmlcLq3lVRwhUDKxQrRIuzpa82Ta2eXGQR8u3+PEnIr0wwsV6llxtWrpArHMIG1gBZoNZBK2CryBW2iBKMni5XVWm7P08MzAkmxtZNBrIUrFyxISy9QYFVxDLdoYtWZWsqxjUAF8j16s84XyL7ig3M6iW/+ARCCv7W6j7iyoGVifU9QcuqNXd5MK4FcmV48e0xNLBKVpVKT6DCqscVghWSZU0L0DJqXWnfmidxitWK5XplzZ4eJ1ID82S9v7MU/NDK+RUaFgErEStA6/DaU/cewtbqM3JFeLHjhDYwCpiQCYQQdDnohpCAlYm1ZWIptKxvNbZW4FyDcr2ScKT2pQs+BUzcBPL9JuLKaAVZOIdhQFas1oaypY2LwZXL5RbHL0m7jxJScAINVkYuylV199Yb0LICsg4nwKNYl2UMQ7bQuChcXi6rFz17eb7ObUJasQ4T+MtjBWAVru6u71Kw3BQasbpo/eehaqW7vDMuA5eWaz8sV2Zf9EYhtoW+B1S13h4MIYAViXXb0DoFtIhtMbZWo3BRudhV9UtgXw2vAphgCJrCoCvDSzCECqwntCwQ6weQperD5a6NYlVrZssa1x/KxRbH3hydQv0AAA1+SURBVHGiUCbsvnDvd5wXxpUFC7NQh+FBLLXwMNeqaH18XKPYEhOKsVpDcvHqFcajIuv3P3kP7uxkBA9czYZVTsncsaxYh+XQd/jZtDRa2rbaTm1DkTqXhasrV3yXeE38q4mlO3t0kylcxWBlZH2nDq/RqomIkeiMa7XK4eoMI8HL1C8ilSIrLgyEq7NYK03WGyUL57DKtWtFftaq1q3mW61CTH8iV+xeX5J4PIp1b0fQUvWC3l5mcAAsT9atEutUzWFxeN+2mFqrEbV6w9jDy/MlrlxVre4dWHfBEF4wsFoYNrIgDhO0IBKhcIFxcbn2unZVuQbw+hLFo8A1JuSKGpabwpugObQ0nIvW7Zai1RIRIpGWea+WkWtv4GJyBXhF8SgzVu/cr3LDUmAdStYsVU6WNa2tQ8vZlvUtVbhArpPeLFK66OIY2JckWHGulGF5e1f1nZBVTWtL2sNOnWqabXnfMo3L/nfCjb47jMEm5PASitV9WLCIYen2Pot1w8ma51BdAAGtS2dbG+pbOhTblcvCpejqyVXGMcPr1ZI1wNVZWQmPYj1Sx/pmw/BIFsZhsS2GVshWffQRPYpduPYDch0Fi/Ca/y+kXqVcXYeOVbMQxfqnObxuD7NWHq2HB9PkiW+pULQdIoBrTK5wcSzxKFYpxlWrDMTdnw5a+Sx8s2Qpf7cOP5M1o+UTsQxi4w/tH45pCuECufc+7Xmk2AlkvGVcKLMWVmsIiVWlZNylZ8xyCxcP1Qbctdd4ivnWQavJwsUb/nMuV4qXJgsbguQLDMmA

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

Смещение по горизонтали: -50 Смещение по горизонтали: 0 Смещение по горизонтали: 50
Угол: 0 Угол: 0 Угол: 0
Смещение по вертикали: 0 Смещение по вертикали: 0 Смещение по вертикали: 0

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https://doc.qt.io/qt-5.14/qml-qtgraphicaleffects-conicalgradient.html

Spec-Zone.ru

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Spec-Zone .ru
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