{"version":3,"sources":["node_modules/@arcgis/core/geometry/support/geodesicUtils.js"],"sourcesContent":["/*\nAll material copyright ESRI, All Rights Reserved, unless otherwise specified.\nSee https://js.arcgis.com/4.31/esri/copyright.txt for details.\n*/\nimport \"../../geometry.js\";\nimport e from \"../../core/Error.js\";\nimport { convertUnit as t } from \"../../core/unitUtils.js\";\nimport { ensureClass as n } from \"../../core/accessorSupport/ensureType.js\";\nimport { toRadians as s, spheroids as i, wktSpheroidRegex as r } from \"./geodesicConstants.js\";\nimport { isGeographic as a, equals as o, isWebMercator as c } from \"./spatialReferenceUtils.js\";\nimport h from \"../SpatialReference.js\";\nimport l from \"../Polyline.js\";\nimport p from \"../Polygon.js\";\nimport f from \"../Point.js\";\nfunction u(e) {\n  if (!e) return null;\n  const t = e.wkid;\n  if (t) return i[t];\n  const n = e.wkt2 ?? e.wkt;\n  return n ? m(n) : null;\n}\nfunction m(e) {\n  const t = r.exec(e);\n  if (!t || 2 !== t.length) return null;\n  const n = t[1].split(\",\");\n  if (!n || n.length < 3) return null;\n  const s = parseFloat(n[1]),\n    i = parseFloat(n[2]);\n  if (isNaN(s) || isNaN(i)) return null;\n  return {\n    a: s,\n    f: 0 === i ? 0 : 1 / i\n  };\n}\nfunction d(e) {\n  const t = u(e);\n  if (g(t)) return t;\n  const n = t.a * (1 - t.f);\n  return Object.assign(t, {\n    b: n,\n    eSq: 1 - (n / t.a) ** 2,\n    radius: (2 * t.a + n) / 3,\n    densificationRatio: 1e4 / ((2 * t.a + n) / 3)\n  });\n}\nfunction g(e) {\n  return null != e && \"b\" in e && \"eSq\" in e && \"radius\" in e;\n}\nfunction M(e) {\n  return null != e && e < 0 ? e + 360 : e;\n}\nfunction w(e, t, n) {\n  const {\n      a: i,\n      eSq: r\n    } = d(n),\n    a = Math.sqrt(r),\n    o = Math.sin(t[1] * s),\n    c = i * t[0] * s;\n  let h;\n  if (r > 0) {\n    h = i * ((1 - r) * (o / (1 - r * (o * o)) - 1 / (2 * a) * Math.log((1 - a * o) / (1 + a * o)))) * .5;\n  } else h = i * o;\n  return e[0] = c, e[1] = h, e;\n}\nfunction y(e) {\n  return a(e) && !!u(e);\n}\nfunction v(n, s = \"square-meters\") {\n  if (n.some(e => !y(e.spatialReference))) throw new e(\"geodesic-areas:invalid-spatial-reference\", \"the input geometries spatial reference is not supported\");\n  const i = [];\n  for (let e = 0; e < n.length; e++) {\n    const t = n[e],\n      s = t.spatialReference,\n      {\n        radius: r,\n        densificationRatio: a\n      } = d(s),\n      o = r * a;\n    i.push(z(t, o));\n  }\n  const r = [],\n    a = [0, 0],\n    o = [0, 0];\n  for (let e = 0; e < i.length; e++) {\n    const {\n      rings: n,\n      spatialReference: c\n    } = i[e];\n    let h = 0;\n    for (let e = 0; e < n.length; e++) {\n      const t = n[e];\n      w(a, t[0], c), w(o, t[t.length - 1], c);\n      let s = o[0] * a[1] - a[0] * o[1];\n      for (let e = 0; e < t.length - 1; e++) w(a, t[e + 1], c), w(o, t[e], c), s += o[0] * a[1] - a[0] * o[1];\n      h += s;\n    }\n    h = t(h, \"square-meters\", s), r.push(h / -2);\n  }\n  return r;\n}\nfunction R(n, s = \"meters\") {\n  if (!n) throw new e(\"geodesic-lengths:invalid-geometries\", \"the input geometries type is not supported\");\n  if (n.some(e => !y(e.spatialReference))) throw new e(\"geodesic-lengths:invalid-spatial-reference\", \"the input geometries spatial reference is not supported\");\n  const i = [];\n  for (let e = 0; e < n.length; e++) {\n    const r = n[e],\n      {\n        spatialReference: a\n      } = r,\n      o = \"polyline\" === r.type ? r.paths : r.rings;\n    let c = 0;\n    for (let e = 0; e < o.length; e++) {\n      const t = o[e];\n      let n = 0;\n      for (let e = 1; e < t.length; e++) {\n        const s = t[e - 1][0],\n          i = t[e][0],\n          r = t[e - 1][1],\n          o = t[e][1];\n        if (r !== o || s !== i) {\n          const e = new b();\n          q(e, [s, r], [i, o], a), n += e.distance;\n        }\n      }\n      c += n;\n    }\n    c = t(c, \"meters\", s), i.push(c);\n  }\n  return i;\n}\nfunction z(t, s) {\n  if (\"polyline\" !== t.type && \"polygon\" !== t.type) throw new e(\"geodesic-densify:invalid-geometry\", \"the input geometry is neither polyline nor polygon\");\n  const {\n    spatialReference: i\n  } = t;\n  if (!y(i)) throw new e(\"geodesic-densify:invalid-spatial-reference\", \"the input geometry spatial reference is not supported\");\n  const r = \"polyline\" === t.type ? t.paths : t.rings,\n    a = [],\n    o = [0, 0],\n    c = new b();\n  for (const e of r) {\n    const t = [];\n    a.push(t), t.push([e[0][0], e[0][1]]);\n    let n,\n      r,\n      h = e[0][0],\n      l = e[0][1];\n    for (let a = 0; a < e.length - 1; a++) {\n      if (n = e[a + 1][0], r = e[a + 1][1], h === n && l === r) continue;\n      const p = [h, l];\n      q(c, [h, l], [n, r], i);\n      const {\n          azimuth: f,\n          distance: u\n        } = c,\n        m = u / s;\n      if (m > 1) {\n        for (let e = 1; e <= m - 1; e++) {\n          j(o, p, f, e * s, i), t.push(o.slice());\n        }\n        j(o, p, f, (u + Math.floor(m - 1) * s) / 2, i), t.push(o.slice());\n      }\n      j(o, p, f, u, i), t.push(o.slice()), h = o[0], l = o[1];\n    }\n  }\n  const f = n(h, i);\n  return \"polyline\" === t.type ? new l({\n    paths: a,\n    spatialReference: f\n  }) : new p({\n    rings: a,\n    spatialReference: f\n  });\n}\nclass b {\n  constructor(e = 0, t = void 0, n = void 0) {\n    this.distance = e, this.azimuth = t, this.reverseAzimuth = n;\n  }\n}\nfunction j(e, t, n, i, r) {\n  const a = t[0],\n    o = t[1],\n    c = a * s,\n    h = o * s,\n    l = (n ?? 0) * s,\n    {\n      a: p,\n      b: f,\n      f: u\n    } = d(r),\n    m = Math.sin(l),\n    g = Math.cos(l),\n    M = (1 - u) * Math.tan(h),\n    w = 1 / Math.sqrt(1 + M * M),\n    y = M * w,\n    v = Math.atan2(M, g),\n    R = w * m,\n    z = R * R,\n    b = 1 - z,\n    j = b * (p * p - f * f) / (f * f),\n    q = 1 + j / 16384 * (4096 + j * (j * (320 - 175 * j) - 768)),\n    x = j / 1024 * (256 + j * (j * (74 - 47 * j) - 128));\n  let A,\n    N,\n    S,\n    P,\n    k = i / (f * q),\n    F = 2 * Math.PI;\n  for (; Math.abs(k - F) > 1e-12;) S = Math.cos(2 * v + k), A = Math.sin(k), N = Math.cos(k), P = x * A * (S + x / 4 * (N * (2 * S * S - 1) - x / 6 * S * (4 * A * A - 3) * (4 * S * S - 3))), F = k, k = i / (f * q) + P;\n  const U = y * A - w * N * g,\n    C = Math.atan2(y * N + w * A * g, (1 - u) * Math.sqrt(z + U * U)),\n    E = Math.atan2(A * m, w * N - y * A * g),\n    G = u / 16 * b * (4 + u * (4 - 3 * b)),\n    I = C / s,\n    O = (c + (E - (1 - G) * u * R * (k + G * A * (S + G * N * (2 * S * S - 1))))) / s;\n  return e[0] = O, e[1] = I, e;\n}\nfunction q(e, t, n, i) {\n  const r = t[0] * s,\n    a = t[1] * s,\n    o = n[0] * s,\n    c = n[1] * s,\n    {\n      a: h,\n      b: l,\n      f: p,\n      radius: f\n    } = d(i),\n    u = o - r,\n    m = Math.atan((1 - p) * Math.tan(a)),\n    g = Math.atan((1 - p) * Math.tan(c)),\n    M = Math.sin(m),\n    w = Math.cos(m),\n    y = Math.sin(g),\n    v = Math.cos(g);\n  let R,\n    z,\n    b,\n    j,\n    q,\n    x,\n    A,\n    N,\n    S,\n    P,\n    k = 1e3,\n    F = u;\n  do {\n    if (A = Math.sin(F), N = Math.cos(F), b = Math.sqrt(v * A * (v * A) + (w * y - M * v * N) * (w * y - M * v * N)), 0 === b) return e.distance = 0, e.azimuth = void 0, e.reverseAzimuth = void 0, e;\n    q = M * y + w * v * N, x = Math.atan2(b, q), S = w * v * A / b, z = 1 - S * S, j = q - 2 * M * y / z, isNaN(j) && (j = 0), P = p / 16 * z * (4 + p * (4 - 3 * z)), R = F, F = u + (1 - P) * p * S * (x + P * b * (j + P * q * (2 * j * j - 1)));\n  } while (Math.abs(F - R) > 1e-12 && --k > 0);\n  if (0 === k) {\n    const t = f,\n      n = Math.acos(Math.sin(a) * Math.sin(c) + Math.cos(a) * Math.cos(c) * Math.cos(o - r)) * t,\n      i = o - r,\n      h = Math.sin(i) * Math.cos(c),\n      l = Math.cos(a) * Math.sin(c) - Math.sin(a) * Math.cos(c) * Math.cos(i),\n      p = Math.atan2(h, l);\n    return e.azimuth = p / s, e.distance = n, e.reverseAzimuth = void 0, e;\n  }\n  const U = z * (h * h - l * l) / (l * l),\n    C = U / 1024 * (256 + U * (U * (74 - 47 * U) - 128)),\n    E = l * (1 + U / 16384 * (4096 + U * (U * (320 - 175 * U) - 768))) * (x - C * b * (j + C / 4 * (q * (2 * j * j - 1) - C / 6 * j * (4 * b * b - 3) * (4 * j * j - 3)))),\n    G = Math.atan2(v * Math.sin(F), w * y - M * v * Math.cos(F)),\n    I = Math.atan2(w * Math.sin(F), w * y * Math.cos(F) - M * v);\n  return e.azimuth = G / s, e.distance = E, e.reverseAzimuth = I / s, e;\n}\nfunction x(n, s, i = \"meters\") {\n  if (!n || !s) throw new e(\"geodesic-distance:missing-parameters\", \"one or both input parameters are missing\");\n  if (!n.spatialReference || !s.spatialReference) throw new e(\"geodesic-distance:invalid-parameters\", \"one or both input points do not have a spatial reference\");\n  if (!o(n.spatialReference, s.spatialReference)) throw new e(\"geodesic-distance:invalid-parameters\", \"spatial references of input parameters do not match\");\n  const {\n    spatialReference: r\n  } = n;\n  if (!y(r)) throw new e(\"geodesic-distance:not-supported\", \"input geometry spatial reference is not supported\");\n  if (n.x === s.x && n.y === s.y) return new b(0, 0, 0);\n  const a = new b();\n  return q(a, [n.x, n.y], [s.x, s.y], r), a.distance = t(a.distance, \"meters\", i), a.azimuth = M(a.azimuth), a.reverseAzimuth = M(a.reverseAzimuth), a;\n}\nfunction A(t, n, s) {\n  if (!t || null == n || null == s) throw new e(\"point-from-distance:missing-parameters\", \"one or more input parameters are missing or undefined\");\n  if (s < 0 || s > 360) throw new e(\"point-from-distance:-of-bounds\", \"azimuth is restricted to angles between, and including, 0° to 360° degrees\");\n  if (!t.spatialReference) throw new e(\"point-from-distance:missing-spatial-reference\", \"the input point must have a spatial reference\");\n  const {\n    spatialReference: i\n  } = t;\n  if (!y(i)) throw new e(\"geodesic-distance:not-supported\", \"input geometry spatial reference is not supported\");\n  const r = [0, 0];\n  return j(r, [t.x, t.y], s, n, i), new f({\n    x: r[0],\n    y: r[1],\n    spatialReference: i\n  });\n}\nfunction N(e) {\n  return y(e) ? e : c(e) ? h.WGS84 : null;\n}\nexport { b as InverseGeodeticSolverResult, j as directGeodeticSolver, v as geodesicAreas, N as geodesicCompatibleSpatialReference, z as geodesicDensify, x as geodesicDistance, R as geodesicLengths, q as inverseGeodeticSolver, y as isSupported, A as pointFromDistance 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