Make page curl lift across full width
Replace localized spine curl with whole-page arc so the free edge rises highest, and float the topic label with the selected card.
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+7
-11
@@ -236,25 +236,21 @@ export class Binder {
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}
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_updateCurvature() {
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// 翻页时:靠近书脊的一段平滑卷曲,顶边卷曲略强于底边(斜向扭转),静止时完全平整
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// 翻页时整页弧形抬升:自由边最高、书脊侧贴环(如帆鼓风),顶边略强于底边;静止时完全平整
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this.pages.forEach((p) => {
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const pos = p.geometry.attributes.position;
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const arr = pos.array;
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const theta = Math.abs(p.angle); // 0..π
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const c = Math.sin(theta); // 0 静止,1 翻页中途
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const L = 0.16 * c; // 卷曲延伸长度
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const h = 0.15 * c; // 卷曲抬升高度
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const A = 0.42 * c; // 抬升幅度(整页弧)
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for (let i = 0; i < arr.length; i += 3) {
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const x = p.base[i];
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const y = p.base[i + 1];
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const s = Math.max(0, x - PAGE_GAP); // 距页内缘 0..W(防浮点误差产生负值→NaN)
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let z = 0;
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if (s < L) {
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const t = s / L;
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const yNorm = (y + PAGE_H / 2) / PAGE_H; // 0 底边 .. 1 顶边
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const twist = 0.55 + 0.45 * yNorm;
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z = h * twist * Math.sin((Math.PI * t) / 2);
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}
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const s = Math.max(0, x - PAGE_GAP); // 距页内缘 0..W(防浮点误差产生负值→NaN)
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const u = Math.min(1, s / PAGE_W); // 0 内缘 .. 1 自由边
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const yNorm = (y + PAGE_H / 2) / PAGE_H; // 0 底边 .. 1 顶边
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const twist = 0.7 + 0.3 * yNorm; // 顶边抬升略强
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const z = A * twist * Math.sin((Math.PI * u) / 2);
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arr[i + 2] = p.base[i + 2] + z;
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}
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pos.needsUpdate = true;
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