ypshimandClaude Haiku 5.5
36b26209df
- 받침 기준 카드, 도면 불러오기(xlsx·csv·dxf), 도면 참조 표·오버레이 제거 - 교각마다 솔플레이트 규칙 입력: 받침높이 H(솔플레이트 포함) 211, 교직 L 1000, 교축 W 1100, 종단 기울기 S −0.5 % (기본값, 가정 표시) - 중심 두께 T = ⌈22 + L·|S|/200⌉ 로 계산해 얇은 쪽 T2가 22 mm 이상이 되게 함 (기본값 T 25, T2 22.5, h3 = H − T = 186) - geometry·scene·SVG는 교각 규칙에서 만든 같은 솔플레이트 계획을 모든 받침에 사용 Co-Authored-By: Claude Haiku 5.5 <noreply@anthropic.com>
43 lines
1.9 KiB
TypeScript
43 lines
1.9 KiB
TypeScript
/**
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* 솔플레이트 기하 (승인 2026-10-23, C안 2026-11-03). Pure: the solplate of one bearing, from its block (position, rowSkew)
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* and the pier's solplate plan. The plan is L across the 교각축 직각 (n) and W along the 교축 (s). The top tapers across L:
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* the thick end T1 is at the (−) side of the 교각축 직각 direction (n = −L/2), the thin end T2 at (+) (n = +L/2).
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* The underside is the bearing top (block top EL.X + h3). Lengths in m, as in the model.
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*/
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import { blockFramePoint, type BlockModel } from './geometry';
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import type { SolplatePlan } from './types';
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export interface SolplateGeometry {
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/** Length across the 교각축 직각 (m) and width along the 교축 (m). */
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L: number;
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W: number;
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/** Thickness at the (−) side (T1) and the (+) side (T2) of the 교각축 직각 direction (m). */
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T1: number;
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T2: number;
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/** Underside (EL m): the bearing top = block top (EL.X) + h3. */
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bottom: number;
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/** Eight corners: [s, y, n] in the model's local frame (EL m); order (a, c, bottom|top) with a along s and c along n. */
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corners: [number, number, number][];
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/** Volume (m³): L·W·(T1 + T2)/2. */
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volume: number;
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}
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/** Solplate of the bearing at `block`, from the pier's solplate plan (mm). */
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export function solplateGeometry(block: BlockModel, plan: SolplatePlan): SolplateGeometry {
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const L = plan.L / 1000; // across the 교각축 직각 (n)
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const W = plan.W / 1000; // along the 교축 (s)
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const T1 = plan.T1 / 1000;
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const T2 = plan.T2 / 1000;
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const bottom = block.padTop + plan.h3 / 1000;
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const thickAt = (c: number) => T1 + ((T2 - T1) * (c + L / 2)) / L;
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const corners: [number, number, number][] = [];
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for (const a of [-W / 2, W / 2]) {
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for (const c of [-L / 2, L / 2]) {
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const [s, n] = blockFramePoint(block, a, c);
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corners.push([s, bottom, n]);
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corners.push([s, bottom + thickAt(c), n]);
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}
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}
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return { L, W, T1, T2, bottom, corners, volume: (L * W * (T1 + T2)) / 2 };
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}
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