From 61681cc48e5166142b7a35a492a295780af22c43 Mon Sep 17 00:00:00 2001 From: ximena Date: Tue, 16 Jun 2026 21:03:38 +0800 Subject: [PATCH 1/3] =?UTF-8?q?feat(popover):=20=E6=96=B0=E5=A2=9E?= =?UTF-8?q?=E4=B8=BB=E9=A2=98=E6=94=AF=E6=8C=81=E5=92=8C=E5=B1=85=E4=B8=AD?= =?UTF-8?q?=E5=B8=83=E5=B1=80=E9=80=89=E9=A1=B9=20-=20=E6=B7=BB=E5=8A=A0?= =?UTF-8?q?=20dark=20=E4=B8=BB=E9=A2=98=E6=A0=B7=E5=BC=8F=EF=BC=8C?= =?UTF-8?q?=E6=94=AF=E6=8C=81=E9=80=9A=E8=BF=87=20theme=20=E5=B1=9E?= =?UTF-8?q?=E6=80=A7=E5=88=87=E6=8D=A2=20-=20=E6=96=B0=E5=A2=9E=20top-cent?= =?UTF-8?q?er=20=E5=92=8C=20bottom-center=20=E5=B8=83=E5=B1=80=E9=80=89?= =?UTF-8?q?=E9=A1=B9=20-=20=E4=BF=AE=E5=A4=8D=20visible=20=E5=B1=9E?= =?UTF-8?q?=E6=80=A7=E5=8F=98=E5=8C=96=E6=97=B6=E8=87=AA=E5=8A=A8=E6=98=BE?= =?UTF-8?q?=E7=A4=BA/=E9=9A=90=E8=97=8F=20popover=20=E7=9A=84=E9=80=BB?= =?UTF-8?q?=E8=BE=91?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- .../popover/src/composition/use-popup.ts | 11 ++- .../popover/src/composition/use-position.ts | 16 ++++ .../popover/src/popover.component.tsx | 7 +- .../components/popover/src/popover.props.ts | 8 +- packages/x-ui/theme/components/popover.scss | 80 +++++++++++++++++++ 5 files changed, 116 insertions(+), 6 deletions(-) diff --git a/packages/x-ui/components/popover/src/composition/use-popup.ts b/packages/x-ui/components/popover/src/composition/use-popup.ts index 09031ef64..739b666ff 100644 --- a/packages/x-ui/components/popover/src/composition/use-popup.ts +++ b/packages/x-ui/components/popover/src/composition/use-popup.ts @@ -1,4 +1,4 @@ -import { Ref, SetupContext, computed, nextTick, ref } from "vue"; +import { Ref, SetupContext, computed, nextTick, ref, watch } from "vue"; import { PopoverProps } from "../popover.props"; import { UsePopup, UsePosition } from "./types"; @@ -16,6 +16,15 @@ export function usePopup( const { fitToReference, locateToReference, resetPosition } = usePositionComposition; + watch(() => props.visible, async (newVisible) => { + if (newVisible && props.reference) { + await nextTick(); + show(props.reference); + } else if (!newVisible) { + hide(); + } + }, { flush: 'post' }); + // eslint-disable-next-line prefer-const let hidePopverOnClickBodyHandler: ($event: MouseEvent | Event) => any; diff --git a/packages/x-ui/components/popover/src/composition/use-position.ts b/packages/x-ui/components/popover/src/composition/use-position.ts index 50458fa69..cabd427cf 100644 --- a/packages/x-ui/components/popover/src/composition/use-position.ts +++ b/packages/x-ui/components/popover/src/composition/use-position.ts @@ -284,12 +284,28 @@ export function usePosition( return { popoverLeft, popoverTop, arrowLeft, maxHeight: 0 }; } + function calculatePopoverPositionOnTopCenter(popoverRect: DOMRect, referenceRect: DOMRect, arrowRect: DOMRect): PopoverPosition { + const popoverLeft = (referenceRect.left - hostLeft.value) + referenceRect.width / 2 - popoverRect.width / 2 + scrollLeft.value; + const popoverTop = (referenceRect.top - hostTop.value) - (popoverRect.height + arrowRect.height) + scrollTop.value; + const arrowLeft = popoverRect.width / 2 - arrowRect.width / 2; + return { popoverLeft, popoverTop, arrowLeft, maxHeight: 0 }; + } + + function calculatePopoverPositionOnBottomCenter(popoverRect: DOMRect, referenceRect: DOMRect, arrowRect: DOMRect): PopoverPosition { + const popoverLeft = (referenceRect.left - hostLeft.value) + referenceRect.width / 2 - popoverRect.width / 2 + scrollLeft.value; + const popoverTop = calculateTopPositionWhilePopupOnBottom(popoverRect, referenceRect, arrowRect); + const arrowLeft = popoverRect.width / 2 - arrowRect.width / 2; + return { popoverLeft, popoverTop, arrowLeft, maxHeight: 0 }; + } + const postionMap = new Map PopoverPosition>([ ['top', calculatePopoverPostionOnTop], ['top-left', calcultePopoverPositionOnTopLeft], + ['top-center', calculatePopoverPositionOnTopCenter], ['bottom', calculatePopoverPositionOnBottom], ['bottom-left', calcultePopoverPositionOnBottomLeft], ['bottom-right', calcultePopoverPositionOnBottomRight], + ['bottom-center', calculatePopoverPositionOnBottomCenter], ['right', calculatePopoverPositionOnRight], ['right-top', calculatePopoverPositionOnRightTop], ['auto', calcultePopoverPositionOnAuto] diff --git a/packages/x-ui/components/popover/src/popover.component.tsx b/packages/x-ui/components/popover/src/popover.component.tsx index 0bd86fddc..7ce69ffc9 100644 --- a/packages/x-ui/components/popover/src/popover.component.tsx +++ b/packages/x-ui/components/popover/src/popover.component.tsx @@ -47,10 +47,6 @@ export default defineComponent({ const popoverClass = computed(() => { let placement = position.value; - if (placement === 'top-left') { - placement = 'top'; - } - const originPopover = `popover in popover-${placement}`; const bsPopover = `bs-popover-${placement}`; const popoverClassObject = { @@ -59,6 +55,9 @@ export default defineComponent({ } as any; popoverClassObject[originPopover] = true; popoverClassObject[bsPopover] = true; + if (props.theme === 'dark') { + popoverClassObject['popover-theme-dark'] = true; + } const customClassArray = (props.class || '').split(' '); if(props.isSimpleTips){ // 如果是提示,并且没有自定义样式,使用提示的自定义样式 diff --git a/packages/x-ui/components/popover/src/popover.props.ts b/packages/x-ui/components/popover/src/popover.props.ts index 9bf815255..b8d11afe4 100644 --- a/packages/x-ui/components/popover/src/popover.props.ts +++ b/packages/x-ui/components/popover/src/popover.props.ts @@ -15,7 +15,9 @@ */ import { ExtractPropTypes, PropType, ref } from 'vue'; -export type PopoverPlacement = 'top' | 'bottom' | 'left' | 'right' | 'auto' | 'bottom-left' | 'top-left' | 'bottom-right'; +export type PopoverPlacement = 'top' | 'bottom' | 'left' | 'right' | 'auto' | 'bottom-left' | 'top-left' | 'top-center' | 'bottom-center'| 'bottom-right'; + +export type PopoverTheme = 'default' | 'dark'; export const popoverProps = { id: { type: String }, @@ -60,6 +62,10 @@ export const popoverProps = { * 提示通常展示箭头。 */ showArrow: { type: Boolean, default: false}, + /** + * popover主题样式,支持 default 和 dark + */ + theme: { type: String as PropType, default: 'default' }, title: { type: String }, visible: { type: Boolean, default: false }, zIndex: { type: Number, default: -1 }, diff --git a/packages/x-ui/theme/components/popover.scss b/packages/x-ui/theme/components/popover.scss index 703f88dc4..86d6e1e55 100644 --- a/packages/x-ui/theme/components/popover.scss +++ b/packages/x-ui/theme/components/popover.scss @@ -109,6 +109,62 @@ $line-height-base: 1.5 !default; font-size: $popover-font-size; } +.popover-theme-dark { + background-color: #1a1a1a; + border-color: #333; + color: #fff; + + .popover-header { + background-color: #2a2a2a; + border-bottom-color: #333; + color: #fff; + } + + .popover-body { + color: #fff; + } + + &.bs-popover-top, + &.bs-popover-top-center, + &.bs-popover-top-left { + .arrow::before { + border-top-color: #1a1a1a!important; + } + .arrow::after { + border-top-color: #1a1a1a!important; + } + } + + &.bs-popover-bottom, + &.bs-popover-bottom-center, + &.bs-popover-bottom-left { + .arrow::before { + border-bottom-color: #1a1a1a!important; + } + .arrow::after { + border-bottom-color: #1a1a1a!important; + } + } + + &.bs-popover-right { + .arrow::before { + border-right-color: #1a1a1a!important; + } + .arrow::after { + border-right-color: #1a1a1a!important; + } + } + + &.bs-popover-left { + .arrow::before { + border-left-color: #1a1a1a!important; + } + .arrow::after { + border-left-color: #1a1a1a!important; + } + } +} + .bs-popover-top { margin-bottom: $popover-arrow-height; @@ -132,6 +188,18 @@ $line-height-base: 1.5 !default; } } +.bs-popover-top-center { + @extend .bs-popover-top; + + .arrow { + margin: 0; + } +} + +.bs-popover-top-left { + @extend .bs-popover-top; +} + .bs-popover-right { margin-left: $popover-arrow-height; @@ -192,6 +260,18 @@ $line-height-base: 1.5 !default; } } +.bs-popover-bottom-center { + @extend .bs-popover-bottom; + + .arrow { + margin: 0; + } +} + +.bs-popover-bottom-left { + @extend .bs-popover-bottom; +} + .bs-popover-left { margin-right: $popover-arrow-height; -- Gitee From 24f9a8a86cd67401d6a929ee10b85304fa59e5e2 Mon Sep 17 00:00:00 2001 From: ximena Date: Thu, 2 Jul 2026 15:47:55 +0800 Subject: [PATCH 2/3] =?UTF-8?q?fix(ui):=20=E6=9B=B4=E6=96=B0HTML=E6=96=87?= =?UTF-8?q?=E4=BB=B6=E5=9B=BE=E6=A0=87=E5=B9=B6=E4=BF=AE=E5=A4=8D=E6=9A=97?= =?UTF-8?q?=E8=89=B2=E4=B8=BB=E9=A2=98=E8=BE=B9=E6=A1=86?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- packages/x-ui/theme/components/attachment.scss | 2 +- packages/x-ui/theme/components/popover.scss | 6 +++--- 2 files changed, 4 insertions(+), 4 deletions(-) diff --git a/packages/x-ui/theme/components/attachment.scss b/packages/x-ui/theme/components/attachment.scss index 4dd776737..9d4f13f39 100644 --- a/packages/x-ui/theme/components/attachment.scss +++ b/packages/x-ui/theme/components/attachment.scss @@ -39,7 +39,7 @@ } &.file-type-html { - background-image: url("data:image/svg+xml;base64,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"); + background-image: url("data:image/svg+xml;base64,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"); } &.file-type-zip, diff --git a/packages/x-ui/theme/components/popover.scss b/packages/x-ui/theme/components/popover.scss index 86d6e1e55..08e8a4b39 100644 --- a/packages/x-ui/theme/components/popover.scss +++ b/packages/x-ui/theme/components/popover.scss @@ -111,12 +111,12 @@ $line-height-base: 1.5 !default; .popover-theme-dark { background-color: #1a1a1a; - border-color: #333; + border-color: #1a1a1a; color: #fff; .popover-header { - background-color: #2a2a2a; - border-bottom-color: #333; + background-color: #1a1a1a; + border-bottom-color: #1a1a1a; color: #fff; } -- Gitee From 832ac7d55b84d74cf603e25538b60738041e8489 Mon Sep 17 00:00:00 2001 From: ximena Date: Thu, 2 Jul 2026 17:15:11 +0800 Subject: [PATCH 3/3] =?UTF-8?q?fix(icon):=20=E4=BF=AE=E5=A4=8D=20unpin=20?= =?UTF-8?q?=E5=9B=BE=E6=A0=87=E5=86=85=E5=AE=B9=E9=94=99=E8=AF=AF=EF=BC=9B?= =?UTF-8?q?=E5=9B=BE=E6=A0=87=E5=BA=93=E6=9B=B4=E6=96=B0=EF=BC=9B?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- packages/x-ui/theme/icon/_common.scss | 5 ++++- packages/x-ui/theme/icon/_variables.scss | 2 +- packages/x-ui/theme/icon/icon-preview.html | 25 ++++++++++++++++++++-- 3 files changed, 28 insertions(+), 4 deletions(-) diff --git a/packages/x-ui/theme/icon/_common.scss b/packages/x-ui/theme/icon/_common.scss index fddd848f4..4b062ee68 100644 --- a/packages/x-ui/theme/icon/_common.scss +++ b/packages/x-ui/theme/icon/_common.scss @@ -644,7 +644,7 @@ content: "\e733"; } .#{$farris-icon-prefix}-unpin:before { - content: "\e733"; + content: "\e732"; } .#{$farris-icon-prefix}-kj_wdcl:before { content: "\e734"; @@ -657,4 +657,7 @@ } .#{$farris-icon-prefix}-kj_bgzx:before { content: "\e737"; +} +.#{$farris-icon-prefix}-skillscenter:before { + content: "\e738"; } \ No newline at end of file diff --git a/packages/x-ui/theme/icon/_variables.scss b/packages/x-ui/theme/icon/_variables.scss index 34e4fe7dd..8a3087e7d 100644 --- a/packages/x-ui/theme/icon/_variables.scss +++ b/packages/x-ui/theme/icon/_variables.scss @@ -9,5 +9,5 @@ $farris-flat-button-hover-opacity: 0.08 !default; font-family: 'FarrisXIcons'; font-style: normal; font-weight: normal; - 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') 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') 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') format('woff2'); } * { margin: 0; padding: 0; box-sizing: border-box; } @@ -303,6 +303,27 @@ body { .fx-icon-thinking_finished:before { content: "\e731"; } +.fx-icon-pin:before { + content: "\e733"; +} +.fx-icon-unpin:before { + content: "\e732"; +} +.fx-icon-kj_wdcl:before { + content: "\e734"; +} +.fx-icon-kj_email:before { + content: "\e735"; +} +.fx-icon-kj_hyjy:before { + content: "\e736"; +} +.fx-icon-kj_bgzx:before { + content: "\e737"; +} +.fx-icon-skillscenter:before { + content: "\e738"; +} .icon-card .icon-name { font-size: 11px; color: #86909c; @@ -360,7 +381,7 @@ body {