Files
Pier_v1/tests/solplate.test.ts
T
ypshimandClaude Haiku 5.5 36b26209df feat(bearing): 솔플레이트 규칙을 교각별 입력으로 바꾸고 도면 불러오기 제거 (C안)
- 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>
2026-11-03 11:07:51 +09:00

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import { describe, expect, it } from 'vitest';
import { buildPier } from '../src/core/geometry';
import { solplateGeometry } from '../src/core/solplate';
import { SOLPLATE_RULE_DEFAULT, solplatePlan } from '../src/core/solplate-rule';
import { loadP1 } from './helpers';
const model = buildPier(loadP1());
const front1 = model.blocks.filter((b) => b.row === '전열')[0];
const plan = solplatePlan(SOLPLATE_RULE_DEFAULT);
describe('솔플레이트 기하 (C안, 2026-11-03)', () => {
it('L = 교직 1000 across the 교각축 직각 (n) and W = 교축 1100 along the 교축 (s)', () => {
const g = solplateGeometry(front1, plan);
expect(g.L).toBeCloseTo(1.0, 6);
expect(g.W).toBeCloseTo(1.1, 6);
});
it('the thick end T1 is on the (−) side: T1 = 27.5 mm, T2 = 22.5 mm, and T1 + T2 = 2T', () => {
const g = solplateGeometry(front1, plan);
expect(g.T1 * 1000).toBeCloseTo(27.5, 6);
expect(g.T2 * 1000).toBeCloseTo(22.5, 6);
expect((g.T1 + g.T2) * 1000).toBeCloseTo(50, 6);
// The top at the (−) corners is the thick side.
const topAtStart = g.corners.filter((c) => Math.abs(c[1] - (g.bottom + g.T1)) < 1e-9);
expect(topAtStart.length).toBe(2);
});
it('the underside is the bearing top: block top (EL.X) + h3 (186 mm)', () => {
const g = solplateGeometry(front1, plan);
expect(g.bottom).toBeCloseTo(front1.padTop + 0.186, 6);
});
it('volume = L·W·T (the taper averages to the centre thickness)', () => {
const g = solplateGeometry(front1, plan);
expect(g.volume).toBeCloseTo(g.L * g.W * 0.025, 9);
});
it('the solplate is centred on the block and follows the row direction', () => {
const g = solplateGeometry(front1, plan);
const c = g.corners.reduce((acc, p) => [acc[0] + p[0] / 8, acc[1] + p[2] / 8] as [number, number], [0, 0]);
expect(c[0]).toBeCloseTo(front1.s, 6);
expect(c[1]).toBeCloseTo(front1.n, 6);
});
});